 |
1 to 999 (1981) |
 | Isaac Asimov |
|
When cryptologists try to break a simple code, one of the key clues is
the frequency with which letters appear. In English, the letter "a"
is one of the most frequently used letters. It is therefore... (more) |
|
 |
2+2=5 (2006) |
 | Rudy Rucker / Terry Bisson |
|
A retired insurance adjuster and a math professor who was fired for telling his students that there are "holes" in the number line pass the time by trying to break a world record for counting. To achieve... (more) |
|
|
3-adica (2018) |
|
| Greg Egan |
|
Sentient characters in a horrific video game combining Jack the Ripper and vampires seek to escape to another game called 3-adica where things are strange but peaceful.
This is one of a series of stories... (more) |
|
|
The A, B, C of the Higher Mathematics (1907) |
|
| Ramaswami Aiyar |
|
A 1-page lyrical parable about the evolution of calculus through the marriage of Algebra with the concept of Limits (so the tale says), and the birth of its 3 Princes - Astronomy (using Infinity),... (more) |
|
|
A. Botts and the Moebius Strip (1945) |
|
| William Hazlett Upson |
|
William Hazlett Upson wrote a series of pieces for the Saturday Evening Post about a salesman for The Earthworm Tractor Company, written as a dialog of letters and memos between Alexander Botts and his... (more) |
|
|
According to the Law (1996) |
|
| Solvej Balle |
|
Four interconnected stories are told which wrap around onto themselves like a M¨bius strip. But, it is not only the structure of the story that is mathematical. In the first we meet a biochemist... (more) |
|
|
Actuarial / The Paradox Paradox (2010) |
|
| Buzz Mauro |
|
These two extremely short stories by Mauro, part of his thesis project which consisted entirely of original works of mathematical fiction, appeared in the December 2010 issue of Prime Number Magazine.
Actuarial... (more) |
|
|
Adventure of the Final Problem (1893) |
|
| Sir Arthur Conan Doyle |
|
This first Sherlock Holmes story about Professor Moriarty (later to be
viewed as Holmes' arch enemy) introduces him as a professor of
mathematics who won fame as a young man for his extension of the
binomial... (more) |
|
|
The Adventure of the Russian Grave (1995) |
|
| William Barton / Michael Capobianco |
|
Even in the old Arthur Conan Doyle stories, Sherlock Holmes' arch-nemesis was a mathematician. Moriarty was said to be a math professor who (when he wasn't being evil) worked on the binomial theorem and... (more) |
|
|
The Adventures of the Parrot (2008) |
|
| Gary Brown |
|
Gary I. Brown, chair of the math department at CSBSJU in St. Joseph MN, has written two detective stories in which "The Parrot" uses mathematics (specifically, non-zero sum games and fair division problems) to solve the mysteries. The stories appear together in a new book from North Star Press which is available from Amazon.com .
(more) |
|
|
The Adventures of Topology Man (2005) |
|
| Alex Kasman |
|
Parody is easy....topology is hard!
In this short story, I made use of (and made fun of) the classic superhero comic book genre to illustrate some ideas from topology. So, we end up seeing a battle... (more) |
|
|
Against the Odds (2001) |
|
| Martin Gardner |
|
Luther Washington, a young, African-American boy in Butterfield, KS must overcome several kinds of prejudice to become a mathematician.
First, he must face the prejudices of his father that his interest... (more) |
|
|
Agha and Math (1946) |
|
| Vladmir Karapetoff |
|
A very funny, very creative tale of how logarithms might have been invented in ancient times, without it having had to wait for Napier.
In ancient times, ‘Agha, the Master’ was a rich landed proprietor... (more) |
|
|
Aleph Sub One (1948) |
|
| Margaret St. Clair |
|
This is a little known story by a well known author from the Golden Age of Science Fiction. The math content is high, and it's a good story, definitely belongs on your Mathematical Fiction page.
From... (more) |
|
|
Algorithms and Nasal Structures (1998) |
|
| Lois H. Gresh |
|
This short story appears "in Aboriginal Science Fiction, Summer 1998.
CS grad student is having trouble programming sheep odors.
The story competently uses real programming terminology
(stacks, queues, etc). Includes a wee bit of trigonometry.
(more) |
|
|
All on a Golden Afternoon (1956) |
|
| Robert Bloch |
|
"The title alludes to Alice in Wonderland, and the story is
indeed partly set in the two dream books. One Professor Laroc
has extended some mathematical work of Charles Dodgson, and by
... (more) |
|
|
All the Universe in a Mason Jar (1977) |
|
| Joe Haldeman |
|
A humorous science fiction tale. John Taylor Taylor is a retired mathematician living in New Hampstead, Florida. One fine day, as he sits at his regular bar hangout reading his journals (“Nature, Communications... (more) |
|
|
Altogether Elsewhere, Vast Herds of Reindeer (2011) |
|
| Ken Liu |
|
One advantage of the human race having been uploaded into a virtual existence, in this post-singularity story, is that it offers a wide variety of decorating choices not normally available to those of... (more) |
|
|
And He Built a Crooked House (1940) |
|
| Robert A. Heinlein |
|
A clever architect designs a house in the shape of the shadow of a
tesseract, but it collapses (through
the 4th dimension) when an earthquake shakes it into a more stable form (which takes up very... (more) |
|
|
Another Cock Tale (1975) |
|
| Chris Miller |
|
A tale which is best avoided, but documented here for completeness. It is an utterly tasteless, juvenile story designed to evoke titterings among teenagers. One could laugh if it were a funny dirty joke... (more) |
|
|
Another New Math (2005) |
|
| Alex Kasman |
|
A mathematician and his young daughter try to convince a school board to consider teaching advanced mathematics to elementary school children in this short story that appeared in the collection Reality... (more) |
|
|
Antibodies (2000) |
|
| Charles Stross |
|
P vs NP is perhaps the greatest problem of theoretical computer science,
and has attracted attention of a range of mathematicians, from logic
to topology. It's one of the seven Clay Millennium Prize... (more) |
|
|
Apartheid, Superstrings and Mordecai Thubana (1991) |
|
| Michael Bishop |
|
I don't want to get into a debate here about whether superstrings are math or physics. I know mathematicians and physicists who would argue (with some good points on each side) that it is in their area... (more) |
|
|
The Appendix and the Spectacles (1928) |
|
| Miles J. Breuer (M.D.) |
|
There sometimes seems to be an unlimited supply of stories based on
the idea that we may be unaware of extra dimensions around us (just
like the inhabitants of Flatland). But, each
one has its own special features. Here we see it from a medical
perspective: what are the implications for surgery and malpractice?
Appears in Mathematical Magpie. (more) |
|
|
Applied Mathematical Theology (2006) |
|
| Gregory Benford |
|
Benford, a physicist and science fiction author, wrote this piece about a message hidden in the Cosmic Microwave Background Radiation (CMB) for the journal Nature's "Futures" column. It cites (fictional)... (more) |
|
|
Applied Mathematics (1898) |
|
| Percival Henry Truman |
|
A charming little tale about some mathematical fracas in the Kingdom of Nunvalia, and its resolution which left everyone, including a befuddled king, happy.
Ferdinand, the star pupil of the court... (more) |
|
|
Approaching Perimelasma (1998) |
|
| Geoffrey A. Landis |
|
As part of a planned experiment, a man falls into a black hole and escapes through a wormhole. (Don't worry, it is only a backup copy of his mind on an artificial body specifically designed for this task.)... (more) |
|
|
The Argentine Ant (2017) |
|
| T.C. Boyle |
|
A mathematician, his wife, and their baby who suffers from a skin sensitivity condition uproot their lives and move to a new city:
This was an adventure, pure and simple. Or more than an adventure;... (more) |
|
|
Arithmetic Town / Arithmetic (1996) |
|
| Todd McEwen |
|
This novel puts you into the stream of consciousness of Joe Lake, a boy growing up in California in the 1950s. For him, arithmetic represents all that is wrong with his world. It is difficult, ugly,... (more) |
|
|
The Arnold Proof (2002) |
|
| Jessica Francis Kane |
|
This short story begins with a quote from Philip E.B. Jourdain's essay "The Nature of Mathematics". In the quote, he explains how in the process of carrying out a complicated computation, one may want... (more) |
|
|
Art Thou Mathematics? (1978) |
|
| Charles Mobbs |
|
Short story (Analog Science Fiction/Science Fact, October 1978 Vol. 98 No 10) concerning the very nature of mathematical discovery. It was later rewritten in the form of a play, which the author has... (more) |
|
|
As Above, So Below (2009) |
|
| Rudy Rucker |
|
An LSD of a story - in typical Rucker style - where a computer programmer working with the Mandelbrot set is visited upon by a living UFO in the form of the M-set; the UFO named Ma explains to him how... (more) |
|
|
Astor Place Barber (2023) |
|
| Audrey Nasar |
|
A short piece that employs a humorous McGuffin to introduce the Barber's Paradox.
Both frequent site contributor Dr. Allan Goldberg and the Journal of Humanistic Mathematics think this is an example... (more) |
|
|
Aurora in Four Voices (1998) |
|
| Catherine Asaro |
|
Jato is trapped in Nightingale, a city in permanent
darkness, inhabited by mathematical artists who mostly ignore him. Soz
arrives to repair her ship, meets Jato, and finds... (more) |
|
|
The Axiom of Choice (2009) |
|
| David Corbett |
|
An extremely well-crafted short story in which math professor coldly recounts for a detective how the bloody bodies of his wife and his student came to be in his house. It is not really a murder mystery,... (more) |
|
|
The Axiom of Choice (2011) |
|
| David W. Goldman |
|
A ``choose-your-own-adventure'' story about a guitarist who must face the consequences of his decision to take a plane ride that ended in disaster. A brief but very nice discussion of The Axiom of Choice... (more) |
|
|
Axiom of Dreams (2023) |
|
| Arula Ratnakar |
|
An aspiring mathematician gets a brain implant designed to aid her research on Gödel Incompleteness in the hopes that it will help her get accepted into a PhD program. But, against the advice of... (more) |
|
|
The Babelogic of Mathematics (2023) |
|
| Vijay Fafat |
|
This is a creation myth for mathematics itself, incorporating the writing styles of both the Book of Genesis and Nasadiya Sukta. The author, it should be noted, is a frequent contributor to this website... (more) |
|
|
Babirusa (2022) |
|
| Arula Ratnakar |
|
One can briefly summarize this story without mentioning anything about mathematics: It concerns ethically questionable experiments conducted by a company called REMedy that link people through a “dream... (more) |
|
|
The Balloon Hoax (1844) |
|
| Edgar Allan Poe |
|
This is Poe's account of an alleged balloon trip to the
moon, in the spirit of the then infamous moon hoax. The
balloon rider describes the Earth as appearing concave when
5 miles up. Later,... (more) |
|
|
Barr’s Problem (1892) |
|
| Julian Hawthorne |
|
A cute, tall-tale about one Professor Brooks - presumably one of mathematics - his past student, Barr, and his 19-year old niece, Susan Wayne. The two youngsters are in love with each other but the... (more) |
|
|
Batorsag and Szerelem [a.k.a. Beautiful Ohio] (2006) |
|
| Ethan Canin |
|
A very sensitively written story about a child, William, who grows up in the shadow of his brother, Clive, who is a math prodigy. Clive, in addition to his strong mathematical skills, is also a very... (more) |
|
|
Battle of the Frog and the Mouse (1984) |
|
| John Hays |
|
This succinct, well-writtten fable captures the polemics between Hilbert and Brouwer related to Hilbert's Formalist position and Brouwer's Constructivist position vis a vis the foundations of mathematics... (more) |
|
|
Been a long, long time (1970) |
|
| R.A. Lafferty |
|
It's a very well-written humorous tale (as expected if you're familiar with Lafferty). The mathematical content is a literal interpretation of the six typing monkeys. The angel Boshel, as a punishment,... (more) |
|
|
Bees (1848) |
|
| Anonymous |
|
A simple one-page story written to convey the standard “Argument from Design” championed by William Paley, by articulating how the intricate hives constructed by bees follow mathematical principles,... (more) |
|
|
The Bees of Knowledge (1975) |
|
| Barrington J. Bayley |
|
It's a story about a traveller marooned on a planet, part of which is populated by giant bees which collect the "nectar of knowledge" and make "honey of experience" out of that nectar. The story has a... (more) |
|
|
Belonging to Karovsky (2002) |
|
| Kathryn Schwille |
|
This short story, published in the literary magazine Crazyhorse concerns the boring and lonely Mr. Digby who was the downstairs neighbor of Karovsky, the brilliant (but of course, seriously insane) mathematician... (more) |
|
|
Benchmark (2014) |
|
| Catherine Aird |
|
This short story does little more than set up the scenario of the famous Prisoner's Dilemma from game theory. The detectives do discuss the connection between their situation and that theoretical example... (more) |
|
|
|
|
The Bird with the Broken Wing (1930) |
|
| Agatha Christie |
|
The Harley Quin stories (this collection, plus two later stories) are amongst the most peculiar mysteries ever written. (They certainly are Dame Agatha's most peculiar. They were also her personal... (more) |
|
|
The Black Mirror (1983) |
|
| Eric Simon |
|
This story (available in "The Black Mirror and Other Stories"
and first published in the anthology, "Ways to Impossibility", 1983) is an interesting twist on the idea of one-sided surfaces. Based on... (more) |
|
|
The Blind Geometer (1987) |
|
| Kim Stanley Robinson |
|
This short novel lives up to its name: it really is about a blind
geometer! Carlos Oleg Nevsky was born blind and ``since 2043'' has
been a professor of mathematics at GWU. We get some interesting
discussion... (more) |
|
|
Blinding Shadows (1934) |
|
| Donald Wandrei |
|
Story of a mathematics professor who theorizes that 4-dimensional objects should be casting 3-dimensional shadows and such shadows should be viewable by specially made mirrors. Dutifully, element number... (more) |
|
|
BLIT (1988) |
|
| David Langford |
|
Goedelian incompleteness is encoded in graphic images that
kill viewers. A new kind of infoterrorism spreads.
Originally published in INTERZONE #25 Sept/Oct 1988.
See also a fake FAQ... (more) |
|
|
Blowups Happen (1940) |
|
| Robert A. Heinlein |
|
A mathematician discovers that his formulas predict that an important
new power station poses an extremely grave risk to humanity, and he
must convince others of the danger.
reprinted in THE PAST... (more) |
|
|
Blue Tigers (1977) |
|
| Jorge Luis Borges |
|
The protagonist, a Scotsman, chases down reports of a blue species of tigers sighted in village in Punjab, Pakistan. He never finds a blue tiger but ends up obtaining some magical stones on a hillside... (more) |
|
|
Boltzmann's Ghost (1998) |
|
| Ken Wharton |
|
A physicist encounters an apparently crazy man who tries to convince him
that some beings experience time backwards. His intriguing explanation of
this phenomenon depends on theoretical physics, and... (more) |
|
|
The Book of Alephs (2023) |
|
| Inderjeet Mani |
|
A writer becomes infatuated with the author of a book he is given by a bookseller. The bookseller says it is the ideal book for him personally since he is not like other people. He notices right away... (more) |
|
|
The Book of Irrational Numbers (1999) |
|
| Michael Marshall Smith |
|
The protagonist of this short story views everything through the filter of numerology. His journal entries detail his considerations of digital roots, perfect numbers, irrational numbers, and even Wilson's... (more) |
|
|
The Book of Sand (1975) |
|
| Jorge Luis Borges |
|
"The line is made up of an infinite number of points;
the plane of an infinite number of lines;
the volume of an infinite number of planes;
the hypervolume of an infinite number of volumes.
.... (more) |
|
|
The Book of Worlds (1929) |
|
| Miles J. Breuer |
|
Another story of 4-D from Miles Breuer, this time with Prof. Cosgrave who builds a "hyper-stereoscope" that can combine 3-dimensional views ("geometrical stereograms") from different angles into a 4-D... (more) |
|
|
Border Guards (1999) |
|
| Greg Egan |
|
In a virtual universe shaped like a 3-torus, free from disease and death, Jamil is easily depressed but enjoys playing a game of quantum soccer with his old friends, and one new friend. The new friend... (more) |
|
|
Borzag and the Numerical Apocalypse (2006) |
|
| Jason Earls |
|
I must warn you that I am a trained mathematician, but NOT a trained expert on literature. Among other consequences, this means that I sometimes have trouble telling the difference between brilliant,... (more) |
|
|
The Brink of Infinity (1936) |
|
| Stanley G. Weinbaum |
|
A
mathematics professor is kidnapped by a madman with a grudge against
mathematicians, who threatens dire consequences unless the prof can
solve a math riddle he has concocted: by asking ten questions,... (more) |
|
|
Buried Alive at the End of the World (2011) |
|
| Blair Bourrassa |
|
A completely paralyzed mathematician receives congratulations from colleagues and other hospital visitors on the culmination of his research in a large scale physics experiment that is about to be conducted..but... (more) |
|
|
By a Fluke (1955) |
|
| Arthur Porges |
|
A liver fluke describes its life (from hatching from an egg to its final moments) to an alien who is recording it. As it turns out, these trematatode parasites are not as dumb as we think. In fact, they... (more) |
|
|
Calculating the Speed of Heartbreak (2023) |
|
| Wendy Nikel |
|
Normally, I don't like works of mathematical fiction that use mathematical terminology and notation to discuss romantic relationships. They often involve groan-inducing formulae like "Pat + Sandy = Love".
However,... (more) |
|
|
The Call of Cthulhu (1928) |
|
| H.P. Lovecraft |
|
This is the most famous story by Lovecraft, which spawned it's own sub-genre and
RPG,
called the Cthulhu Mythos. It concerns the investigations of Prof. Francis
Wayland Thurston
as he investigates... (more) |
|
|
The Cambist and Lord Iron (2007) |
|
| Daniel Abraham |
|
The story is set in a no-name kingdom, seemingly medieval but with
certain modernisms. The cambist of the title is a minor worker, whose
daily routine is interrupted by Lord Iron, who has come to... (more) |
|
|
Cantor Trilogy (2015) |
|
| Harun Šiljak |
|
An intriguing short work of speculative fiction about a future in which nearly all mathematics research is conducted by computers. In fact, in the story, only one journal (The Journal of Humanistic Mathematics),... (more) |
|
|
Cantor's War (1974) |
|
| Christopher Anvil |
|
In my opinion, this story is slanderous and the author should be ashamed.
The plot involves a science fiction scenario in which the human military is battling aliens in "tau space". Whenever we send... (more) |
|
|
Cantor’s Dragon (2014) |
|
| Craig DeLancy |
|
An absolutely fabulous tale of a man outwitting the devil, reminiscent of “The Devil and Simon Flagg” and in a very creative way. George Cantor, who has been hospitalized with mental exhaustion from... (more) |
|
|
Cap and Gown (2011) |
|
| Eric Flint |
|
Richard Leamington has an impact on mathematics at Cambridge University in the 17th Century despite his multiple sclerosis. Although Leamington himself is a fictional character, many of the other characters... (more) |
|
|
The Captured Cross-Section (1929) |
|
| Miles J. Breuer (M.D.) |
|
Another "extra dimensions" story, with the twist of our hero having to save his fiance (also a mathematician) from terrifying dangers. There is some nonsense at the beginning about rotations and a count... (more) |
|
|
Cardano and the Case of the Cubic (2005) |
|
| Jeff Adams |
|
This parody of early 20th century "Hard Boiled Private Detective" novels is instead a short story about 16th century mathematician Gerolamo Cardano.
Its opening paragraphs clearly set the tone:
It... (more) |
|
|
The Case of the Murdered Mathematician (2001) |
|
| Julia Barnes / Kathy Ivey |
|
This story is actually a fictionalized account of the "Murder Mystery" game
played by the MAA Student Mathematics Club at Western Carolina University.
Clues provide insight into possible motivations... (more) |
|
|
A Catastrophe Machine (2004) |
|
| Carter Scholz |
|
A well-written, vaguely surrealistic story loosely based on the real mathematical field of catastrophe theory and set within the context of the Vietnam War.
The title is taken from an invention of mathematician... (more) |
|
|
The Center of the Universe (2005) |
|
| Alex Kasman |
|
This short story was intended to serve two different purposes. On the one hand it is a glimpse into the lives and interactions of mathematics graduate students. And, on the other, it addresses the philosophical... (more) |
|
|
The Central Tendency (2003) |
|
| Daniel Kaysen |
|
In the first portion of this short story, a teenager and the aunt who took her in when her parents died enjoy doing math together. However, when the girl begins to get advanced training from Cambridge... (more) |
|
|
The Chair of Philanthromathematics (1908) |
|
| O. Henry (William Sydney Porter) |
|
Jeff Peters and Andy Tucker, con men in
the O. Henry stories collected in this volume, are a bit
uncomfortable after scoring a really big scam. So they
... (more) |
|
|
Child's Play (1986) |
|
| Isaac Asimov |
|
Young Griswold uses something he just learned
in elementary school math class to solve a minor stumper. (Be
warned: the problem has a minor bug. Change "mix" to "nix".)
Published in the... (more) |
|
|
Chronicles of a Comer (1972) |
|
| K.M O'Donnell (aka Barry N. Malzberg) |
|
A short story about a statistician who believes in the
second coming of Christ and looks for it in the statistical
correlations between the events and people's reactions to
those events (e.g. "14%... (more) |
|
|
The Circle of Zero (1936) |
|
| Stanley G. Weinbaum |
|
Thanks to Vijay Fafat for pointing out this story (with only a little math in it). A character speculates that the laws of probability predict that anything will happen in an infinite amount of time,... (more) |
|
|
City of Infinite Bridges (2007) |
|
| Alex Rose |
|
A very short, definitely fictional but delightful little tale about Katharina Gsell, Euler's wife. In this fictional account, Katharina is supposed to have displayed a graph of the 7 Konigsberg bridges... (more) |
|
|
Clockwork (1953) |
|
| Leslie Bigelow |
|
A very satisfying tale which blends some hand-waving magic realism and mathematics to create a vision of the fantastic.
Noah Griffenhoek is professor of physics, and the narrator, Patrick Lanson,... (more) |
|
|
Coconuts (1926) |
|
| Ben Ames Williams |
|
The story is a very nicely written tale of one man, Wadlin, whose only passion in life is mathematics - numbers, puzzles, Diophantine equations ("indeterminates"), statistics. As the author describes... (more) |
|
|
|
|
The Cold Equations (1954) |
|
| Tom Godwin |
|
This classic science fiction story is a favorite of English teachers
because, even after all of these years, it has the ability to get the
attention of and provoke discussion amongst otherwise apathetic... (more) |
|
|
Conjure Wife (Dark Ladies) (1953) |
|
| Fritz Leiber |
|
Norman Saylor, a professor of anthropology/sociology, discovers his wife has been practicing magic for years, and that their
house is loaded with charms. Annoyed at her secret superstitious bent, he... (more) |
|
|
|
|
Conservation of Probability (1994) |
|
| Brook West |
|
The story, “Null-P.” by William Tenn speaks of the perfectly average man, right at the center of the population bell-curve. In “Conservation of Probability”, Brook West explores the other end,... (more) |
|
|
Continuity (1999) |
|
| Buzz Mauro |
|
This short story cleverly uses the epsilon-delta definition of continuity of a function to discuss the changing self-esteem of a character over time. After briefly recalling the rigorous definition, it... (more) |
|
|
Convergent Series (1979) |
|
| Larry Niven |
|
According to
the liner notes, Niven received an undergraduate degree in
mathematics. Mostly the degree has only apparently inspired his
titles (note also the book called "The Integral Trees") without
noticeably... (more) |
|
|
|
|
The Countable (2011) |
|
| Ken Liu |
|
An autistic boy finds comfort in Cantor's discovery that the set of fractions is greatly outnumbered by the set of irrationals. (See, for example, Cantor's Diagonal Argument.)
I did not much enjoy... (more) |
|
|
Counting the Shapes (2001) |
|
| Yoon Ha Lee |
|
How many shapes of pain are there? Are any topologically equivalent? And is one of them death?
This is a fantasy story in which magic is achieved through mathematics, and hard work. For example,
"Do... (more) |
|
|
The Crazy Mathematician (1964) |
|
| Ralph Sylvester Underwood |
|
Prof. Rumpel, a "genius touched by madness - a world sensation in the fields of mathematics, physics, astronomy - you name it", considers matter and spacetime to be infinitely divisible. Just like there... (more) |
|
|
The Crime of the Mathematics Professor (1960) |
|
| Clarice Lispector |
|
There is very little mathematical content to this story of a math professor attempting to atone for having abandoned a pet dog. He is described (in the English translation) as having a "cold, mathematical... (more) |
|
|
Crimes and Math Demeanors (2007) |
|
| Leith Hathout |
|
The short mysteries in this book remind me of "Encyclopedia Brown". After a brief description of a sometimes contrived dilemma facing our young detective -- 14 year old Ravi -- you are given an opportunity... (more) |
|
|
Crunch (2003) |
|
| John Gould |
|
A short story in which a man tries to explain to his son, Barry, the relative sizes of things when the child happens to ask, “How small is in-fin-ite-ly small?”. So father and son start exploring... (more) |
|
|
Cryptology (2003) |
|
| Leonard Michaels |
|
You know how The New Yorker likes to publish vaguely bizarre short
stories that happen to take place in New York City? You know how lots of
authors who want to show a character who is afraid of "real... (more) |
|
|
The Cube Root of Conquest (1948) |
|
| Rog Phillips |
|
An evil dictator's plan to destroy and conquer the world is based on the
work of one of his scientists, which allows travel into complex components
of time. In order to do this, one is required to solve... (more) |
|
|
The Cubist and the Madman (1991) |
|
| Robert Metzger |
|
This is one whacked-out ride of a story, very well written for its purpose, completely disorienting in its mood and descriptions, and achieving its purpose the way a cubist painting would. Rather than... (more) |
|
|
Dalrymple’s Equation (1956) |
|
| Paul Fairman |
|
A tall tale about an alien “from Arva Majoris [...] a planet in a galaxy beyond the conception of [humanity’s] most brilliant minds.” . He’s taken on the name, “Tennyson Dalrymple” and uses... (more) |
|
|
Damned Souls and Statistics (2011) |
|
| Robert Dawson |
|
A statistician sells her soul to the devil in exchange for guaranteed tenure, but redeems herself by creating a cleverly useless confidence interval.
I like the part about the realization during her... (more) |
|
|
The Dangerous Dimension (1938) |
|
| L. Ron Hubbard |
|
"The Dangerous Dimension" is L. Ron Hubbard's first science
fiction story, written at editor F Orlin Tremaine's request
for something light, easy-reading, and humorous. In the
story, Professor Henry... (more) |
|
|
Danny’s Inferno (2003) |
|
| Albert Cowdrey |
|
An extremely hilarious tale about Danny, a lover of garlic and HP Lovecraft, who is married to a mathematician, Edith. Danny and Edith are somewhat of what you may term “misaligned couple”, with... (more) |
|
|
Dante Dreams (1998) |
|
| Stephen Baxter |
|
There is an interpretation of Dante's "Divine Comedy" as a mystical description of the universe as a hypersphere (see "Dante and the 3-sphere"
American Journal of Physics -- December 1979 -- Volume... (more) |
|
|
Dark Integers (2007) |
|
| Greg Egan |
|
The ``cold war'' between this universe with our mathematical laws and a bordering universe with different ones (which began in "Luminous") heats up when the numerical experiments of a mathematical physicist... (more) |
|
|
De Impossibilitate Vitae and Prognoscendi (1971) |
|
| Stanislaw Lem |
|
This is a philosophical discourse (intended as a parody, but I swear
I've read serious papers that were very much like it) in which the
author argues that probablity theory makes no sense since it is... (more) |
|
|
Dead Ancients Trilogy (2008) |
|
| Peter Hobbs |
|
Pythagoras explains in first person his celebrated theorem, complete with diagrams and shaded triangles. It is a source of substantial chagrin to him because it naturally leads to the irrational numbers.... (more) |
|
|
A Deadly Medley of Smedley (2003) |
|
| Feargus Gwynplaine MacIntyre |
|
Paradox Patrol officer Julie Anne Callender, with the help of her brother
Gregorian and her uncle Newgate, track down yet again the timecrime master
of evil Smedley Faversham (and atrocious punmeister)... (more) |
|
|
Death and the Compass (La Muerte y La Brujula) (1968) |
|
| Jorge Luis Borges |
|
This is considered one of Borges' greatest short stories, and was even made into a film by "RepoMan" director Alex Cox. The following review from Alejandro Satz explains the mathematical content, but... (more) |
|
|
The Death of Archimedes (1923) |
|
| Karel Capek |
|
As history usually tells the story, Archimedes is killed by a Roman
soldier who did not realize who he was. In this version, however, the
centurion is well aware of who he is speaking with. While he... (more) |
|
|
The Decimal People (2022) |
|
| Zachary Shiffman |
|
This short story is narrated by a math teacher who frequently utilizes mathematical terminology and notation in his musings on the human condition. A key metaphor throughout the story is the idea that... (more) |
|
|
A Deprogrammer's Tale (2000) |
|
| Colin Adams |
|
This spoof presents the attempts of math professors to convince students to become math majors and the subsequent interest of those students in math as if it were a religious cult. Told from the point... (more) |
|
|
Der Tag ohne Abend (The Day without Evening) (1925) |
|
| Leo Perutz |
|
Der Tag ohne Abend/The Day without Evening is a short story which
alludes to the life of Evariste Galois and to Augustine's theology.
Perutz' protagonist is called Georges Durval, he lives at the
beginning... (more) |
|
|
Description of a New World, Called The Blazing World (1666) |
|
| Margaret Cavendish |
|
Although there is only a short discussion of mathematics, I had to include it because it is just too interesting that this is not only one of the oldest science-fiction stories but moreover the fact that... (more) |
|
|
A Desirable Middle (2016) |
|
| Susan Sechrist |
|
In this story which appeared in the Journal of Humanistic Mathematics, a recently divorced woman contemplates her own tastes in things and seems especially concerned with the aspect ratios of the objects... (more) |
|
|
|
|
Deterministic Republic (2021) |
|
| Kris H. Green |
|
The January 2021 issue of the Journal of Humanistic Mathematics includes the article Aligning Political Options and Aggregated Personal Opinions on the Issues by Kris Green which introduces an alternative... (more) |
|
|
The Devil a Mathematician Would Be (1962) |
|
| A.J. Lohwater |
|
This clever short story that captures the feeling of a math problem that "gets under your skin" was printed in
The Mathematical Magpie
and was said to have been "collected" by A.J. Lohwater. Well, I... (more) |
|
|
The Devil and Simon Flagg (1954) |
|
| Arthur Porges |
|
Mathematicians know the feeling of trying to prove something you
really believe to be true, but has never been proven. There is
pleasure in doing this, like solving a puzzle, but also frustration
and... (more) |
|
|
The Devil You Don't (1970) |
|
| Keith Laumer |
|
The devil (who is not such a bad guy after all) seeks help from a quantum physics expert to fight off some aliens (who are not so evil either) that happen to disrupt the "Randomness Field". This disruption... (more) |
|
|
The Devious Weapon (1949) |
|
| M. C. Pease |
|
This is a clever game-theoretic story about a man outwitting a formidable computing machine by doing almost nothing.
Prince Kallin is the leader of the “League of Border States”, of which “the... (more) |
|
|
The Devouring Tide (1944) |
|
| John Russell Fearn (under the pseudonym Polton Cross) |
|
Another horridly written story by JRF, this time about an all-consuming, universe-destroying frontier of “non-spacetime” dubbed “Black Infinity”, a shock wave from the original... (more) |
|
|
Diabologic (1955) |
|
| Eric Frank Russell |
|
Tagline: “One way to keep a man from getting anywhere is to give him a toy—a nonsense puzzle —that he can’t put down. It’s much more effective than trying to forcibly hold him!”
This is... (more) |
|
|
Diamond Dogs (2001) |
|
| Alastair Reynolds |
|
This novella by a trained astrophysicist who has worked for the European Space Agency features an alien designed "death trap" that challenges people with difficult mathematical puzzles. In an interview,... (more) |
|
|
Dimensional Analysis and Mr Fortescue (1965) |
|
| Eric St. Clair |
|
A fairly silly story typical of pulp magazines. Mr. Fortescue wanted to to build a funhouse (“House of Fun, Magic, and Mystery”) in his town. Why? Read with an eye-roll:
“This town needed... (more) |
|
|
Disciple of the Masses (2008) |
|
| Xujun Eberlein |
|
A pathos-filled short story set in rural China toward the end of Mao's Cultural Revolution. It captures beautifully the sense of loss inherent in a centrally-directed and enforced revolution, with the... (more) |
|
|
The Discrete Charm of the Turing Machine (2017) |
|
| Greg Egan |
|
This story is funnier and less mathematical than most of Greg Egan's writing. It concerns the spontaneous evolution of artificial intelligence within the global computer network. But, rather than destroying... (more) |
|
|
Division by Zero (1991) |
|
| Ted Chiang |
|
Answers the question: what would happen if we found out that
mathematics is inconsistent? This is a great piece of
mathematical fiction. (Thanks to Frank Chess who pointed it out to
me.)
Renee... (more) |
|
|
|
|
Dr. Casey’s Temporization (1979) |
|
| Jean McGarry |
|
I could not quite understand this short story or its purpose. A mathematics professor has assigned some problem to students and during his student-visit hours (presumably), a female student shows up... (more) |
|
|
The Dreams in the Witch-House (1933) |
|
| H.P. Lovecraft |
|
In this story, Walter Gilman, a mathematics graduate student at Miskatonic
University
in Arkham, Mass, rents a room in the famed haunted "Witch House" of Keziah
Mason,
a witch who legend says escaped... (more) |
|
|
Drode's Equations (1981) |
|
| Richard Grant |
|
When this story takes place, the fictional "Drode's Equations" have been
lost for so long that they have become practically mythological. And so
the historian protagonist is surprised to find them in... (more) |
|
|
The Eighth Room (1989) |
|
| Stephen Baxter |
|
The story forms part of the Xeelee-sequence of stories and novels. In far distant future, the Xeelee decide to lock away the human race in a world hidden in hyperspace (as the pale, atavistic remnants... (more) |
|
|
The Einstein See-Saw (1932) |
|
| Miles J. Breuer |
|
This is another of the hyperspace stories by Miles Breuer. This time, a mathematical physicist discovers that mattter can be tossed around in and out of space(-time) [see his papers, "A Preliminary Report... (more) |
|
|
Elegantly, In the Least Number of Steps (2012) |
|
| Monica McFawn |
|
A young man named Aaron who works at a company that releases butterflies at events is attacked and seriously wounded right after he finally finds a proof of the Birch and Swinnerton-Dyer Conjecture. That... (more) |
|
|
The Elusive Bullet (1931) |
|
| John Rhode (aka Cecil John Charles Street) |
|
Dr. Priestly is a professor whose hobby is "the mathematical detection of crime". In this story, he must convince the police inspector that the man he plans to accuse of murder is, in fact, innocent.
The... (more) |
|
|
Emmy's Time (2018) |
|
| Anthony Bonato |
|
The main story-line is quite reminiscent of the pulp era, with its aw-shucks use of "recently discovered temporal fields" and "earth is about to be destroyed unless one brilliant mathematician can solve... (more) |
|
|
An Episode of Flatland (1907) |
|
| Charles H. Hinton |
|
Hinton, whose biography is a
little too weird for me to believe and whose essays on the fourth dimension
(see for example A New
Era of Thought) leave me wondering how much he really believed that the
fourth... (more) |
|
|
The Equationist (2018) |
|
| J. D. Moyer |
|
An odd but mathematically gifted child named Niall understands the people around him by identifying their central "equation".
I have put the word in quotes because it seems that what he is really thinking... (more) |
|
|
The Estimator (Georges) (2007) |
|
| Lynn Margulis |
|
Georges Standon computes the probabilities of unlikely events for a living, especially those relating to outer space, but this does not prepare him for the complications in his personal life when an old... (more) |
|
|
The Eternal Wanderer (1936) |
|
| Nathan Schachner |
|
A magnificently pulpy story of one man, Cliff Haven's, struggle against the tyranny of a Martian who enslaves the inner planets of the solar system. As a punishment, Cliff is sentenced to become “the... (more) |
|
|
The Ethical Equations (1945) |
|
| Murray Leinster |
|
Mathematics is invoked several times to formalize `what goes
round, comes around' as if it were a law of nature. 100% hokey.
The only thing worse than the bad math is the bad science.
... (more) |
|
|
Euclid Alone (1975) |
|
| William F. Orr |
|
An administrator in the math department of a major research institute
has to decide how to handle a paper which proves the inconsistency of
Euclidean geometry.
Math is definitely central to this... (more) |
|
|
Euler's Equation (2019) |
|
| Neil Hudson |
|
There are certain things in life which strike people as proof of existence of a transcendent power, a mystical presence of something beyond the mundane laws of the sciences. To some, Euler’s equation... (more) |
|
|
Evariste and Heloise (2008) |
|
| Marco Abate |
|
This contribution to the collection The Shape of Content is difficult to classify. Combining fiction and fact, essay and comic book, fantasy and philosophy, it essentially takes the form of a proposal... (more) |
|
|
Eve Times Four (1960) |
|
| Poul Anderson |
|
An old "pulp" SF story about an accident which strands some space travelers on a deserted but habitable planet. One of them is a female mathematician:
Teresina was of the tall and willowy persuasion,... (more) |
|
|
The Exception (2005) |
|
| Alex Kasman |
|
Written in the form of a dialogue between a man in a nursing home and his grandchild, this short story describes an undergraduate research project that produces a surprising answer to one of the most famous... (more) |
|
|
The Exploration of Space (1972) |
|
| Barrington J. Bayley |
|
The author has used - as in some of his other stories like "The problem of Morley's Emission" - a story format to lay out some of his philosophical speculations, in this instance about the nature of... (more) |
|
|
|
|
Eye of the Beholder (2005) |
|
| Alex Kasman |
|
Shortly after a stunning success in her research, personal tragedy forces a math professor to change careers and begin work at the NSA where her work on cryptography involves some difficult ethical decisions.... (more) |
|
|
A Fable for Moderns (1951) |
|
| Lord Dunsany |
|
A bank employee becomes bored with the restrictions of arithmetic and decides to let his mathematical computations enjoy the freedom of "modern" poets and artists. Although he loses his job at the bank,... (more) |
|
|
|
|
Falling Umbrella (2002) |
|
| Julia Whitty |
|
In this short story, an aging mathematician witnesses a woman with an umbrella jumping (falling?) off of the Golden Gate bridge. Mathematical terminology is tossed around reasonably well ("proofs by contradiction",... (more) |
|
|
|
|
The Fatal Equation (1933) |
|
| Arthur Strangeland |
|
This is a very well-crafted murder mystery executed quite ingeniously. A mathematical physicist - Jan Friede - sets up a system of 20+ equations which eliminate the time variable from Einstein's equations... (more) |
|
|
Fear of Math (1985) |
|
| Peter Cameron |
|
A feather-touch story about a young woman who comes to New York to do an MBA - and has to pass a Calculus course, a pre-requisite for an MBA. A brief description of how utterly lost she is after her... (more) |
|
|
The Feeling of Power (1957) |
|
| Isaac Asimov |
|
An advanced society rediscovers the joys
of multipying numbers BY HAND, a forgotten art. It's a
gem.
The
author probably did not realize how quickly the premise of this story
(people so dependent... (more) |
|
|
Feigenbaum Number (1995) |
|
| Nancy Kress |
|
A postdoc who perceives reality different than other people (he sees something like the Platonic ideals people ought to be) works with a professor on combining chaos theory with particle physics. I'm... (more) |
|
|
Fermat's Best Theorem (1995) |
|
| Janet Kagan |
|
A student comes up with what appears to be a proof of Fermat's Last Theorem. So, she gives it to her professor hoping that he will find a mistake in it (see below). It turns out that the professor is... (more) |
|
|
Fermat's Legacy (1992) |
|
| Ian Randal Strock |
|
A funny little story about the slightly malicious reason why Fermat wrote his famous note about his Last Conjecture in the margin of a book. Should be taken as just a chuckle-worthy piece rather... (more) |
|
|
The Fifth-Dimension Catapult (1931) |
|
| Murray Leinster |
|
This short novel, originally published in the January 1931 ASTOUNDING,
and republished by Damon Knight in SCIENCE FICTION OF THE 30'S (1975),
involves a mathematical physicist whose theories get applied... (more) |
|
|
Fifty Million Monkeys (1943) |
|
| Raymond F. Jones |
|
The story is set sometime around 12,000 AD. The use of interstellar rockets over 15 years creates a "polarization of space" which leads to a "Pioneer anomaly"-like deviations in flight paths of spacecraft.... (more) |
|
|
Fillet of Man (1995) |
|
| Eliot Fintushel |
|
A first contact short short. Prime numbers are the way humans
and the aliens recognize each other. And the alien spaceship
"looked like a topologist's diagram of an exploded torus".
Published in ASIMOV'S (Sept 95) pp112-115.
(more) |
|
|
Final Exam (2011) |
|
| Robert Dawson |
|
A math professor nearing retirement and displeased with trends in academia decides to use his final exam (the last he will ever give) to get his revenge on the cheating students in his calculus class.... (more) |
|
|
Final Integer (2021) |
|
| Thomas Reed Willemain |
|
In this short story, a number theorist is obsessed with one number, the date of his own death:
It has been said that number theory was once the purest of pure math. But in David’s academic circle,... (more) |
|
|
The Finan-seer (1949) |
|
| Edward L. Locke |
|
I have to admit that this particular story blew me away for multiple reasons. It is one of the most mathematical of tales ever to appear in pulp magazines, and pound-for-pound in terms of length (so... (more) |
|
|
The First Task of My Internship (2020) |
|
| Ziyin Xiong |
|
In this short piece (which is more of an extended joke than a story), the narrator is tasked with devising a method to literally fulfill The Olive Garden's promise of "unlimited breadsticks". Some of... (more) |
|
|
Flower Arrangement (1959) |
|
| Rosel George Brown |
|
I kept smiling throughout this story, which weaves in mathematics without really speaking about it overtly, and at the same time, capturing sardonic commentary about treatment of women in a male-centric... (more) |
|
|
Folk Music Festivals
and Mathematics
Conferences (2015) |
|
| Erik Talvila |
|
The narrator in this work of mathematical fiction attends both a music festival and a math research conference. This allows the author, a math professor at the University of the Fraser Valley, to compare... (more) |
|
|
Forbidden Knowledge (1987) |
|
| Kathryn Cramer |
|
Mathematical statements can sound pretty strange, practically humorous, when you don't know the technical definitions of the terms. This somewhat frightening story has such a statement as its punchline. Specifically, it all builds up to a quote from Irving Kaplansky's (more) |
|
|
|
|
La formule: (A story of fourth dimension) (1996) |
|
| Jean Ray |
|
A very short story from the ultramundane realm, relying on the theme that certain types of mathematical knowledge open up portals to higher dimensions.
A mathematical physicist, Lenglade, lives up high... (more) |
|
|
The Four-Color Problem (1971) |
|
| Barrington J. Bayley |
|
A story written in a psychedelic, stream-of-consciousness style a la William S. Burroughs concerning the discovery of previously unknown countries on the Earth whose existence provides a counter-example... (more) |
|
|
The Fourth Dynasty (1936) |
|
| R.R. Winterbotham |
|
A confused story of a couple (Victor and Georgiana) who go into
cryogenic suspended animation for a million and a half years and wake
up in the era of the Fourth Dynasty, the age of the Kora (first... (more) |
|
|
The Fourth Quadrant (2011) |
|
| Dorothy Lumley |
|
The story has some elements of mathematics built in. A ransom note coded into a ciphered message broken up on paper in 4 quadrants, Charles Babbage, Ada Lovelace, references to the Difference Engine.... (more) |
|
|
The Fourth-Dimensional Demonstrator (1935) |
|
| Murray Leinster |
|
Uses the fourth dimension as geewhiz terminology to explain
a matter duplicator/unduplicator. Includes a tesseract.
But if you ignore the story's explanation involving time as
... (more) |
|
|
Fractions (2011) |
|
| Buzz Mauro |
|
A math teacher realizes that the father of one of his students is a man with whom he has had an anonymous sexual relationship. There is some discussion of math education in general, and about hypothetical... (more) |
|
|
The Franklin's Tale (in The Canterbury Tales) (1390) |
|
| Geoffrey Chaucer |
|
Aurelius of Brittany greatly desires Dorigen, a married woman who has
not seen her husband, the knight, for some years. Dorigen puts off
Aurelius's advances by promising that she will yield when he... (more) |
|
|
A Frayed Knot (2009) |
|
| Felix Culp |
|
Culp takes a classic mystery by Poe and retells it with knotted ropes taking the place of people. For example:
Tyler Trefoil was a Bowline knot....Salty-fibered seafaring knots such as Trefoil - as... (more) |
|
|
Freemium (2021) |
|
| Louis Evans |
|
A man whose ethically questionable internet scheme made him a billionaire gets even more rich and powerful when unknown aliens provide him with factorizations of large integers and predictions of the stock... (more) |
|
|
Fruits of Perseverance (1841) |
|
| Anonymous |
|
This short story does not have a specific plot which threads in mathematical ideas. It is much more a “Math Sermon”, deployed by a caring mother to instill a value system in her young child.... (more) |
|
|
Funes el Memorioso [Funes, His Memory] (1942) |
|
| Jorge Luis Borges |
|
Borges' short story piece, “Funes, His Memory' (or in other translations, “Funes, The Memorious”) discusses the phenomenal memory of an acquaintance, Ireneo Funes. Funes, at age nineteen,... (more) |
|
|
Futility (1929) |
|
| Sterner St. Paul Meek (S.P. Meek) |
|
There is an old folk story, “The Appointment in Samarra”, in which a man sees Death in a market in Baghdad and flees to Samarra to escape its clutches, only to find that his appointment with Death... (more) |
|
|
The Future Engine (1995) |
|
| Byron Tetrick |
|
Charles Babbage's son calls on Sherlock Holmes to investigate the
theft of the Analytic Engine from its warehouse. The son gives a
description of its importance to mathematical calculations. But
it's his mention of the role of the binomial theorem in its working
that arouses Holmes's interest.
Published in Mike Resnick and M H Greenberg (eds) SHERLOCK HOLMES IN ORBIT.
(more) |
|
|
FYI (1961) |
|
| James Blish |
|
This story contains a brief explanation of the transfinite cardinals
and their arithmetic as part of a scary bit of science fiction. Why,
you may ask (and the character in the story does), do the transfinite
cardinals... (more) |
|
|
Gödel's Doom (1985) |
|
| George Zebrowski |
|
What if Gödel was wrong? That is the question asked in this well
written but very confused short story. The characters in this story
decide to test Gödel's theorem by running a computer
program... (more) |
|
|
The Galactic Circle (1935) |
|
| Jack Williamson |
|
Prof. Thorn Jarvis, the Einstein-figure of the story, has built a ship called Infiniterra to undertake “possibly the greatest scientific expedition of history.”
This uranium-powered ship increases... (more) |
|
|
Galactic Pot-Healer (1969) |
|
| Philip K. Dick |
|
Joe Fernwright, mender of broken pottery in some future Earth
society, but bored out of his mind after months without any pots
to fix, accepts a mysterious invitation to a far planet where... (more) |
|
|
A Game of Consequences (1998) |
|
| David Langford |
|
Two reckless researchers at "The Mathematics Institute" undertake dangerous "quantum" research based on mathematical mumbo-jumbo like "translating her mathematical intuitions into appropriate quasi-shapes and pseudo-angles for Ranjit's algorithmic probes".
First published in Starlight 2 (1998) edited by Patrick Nielsen Hayden.
(more) |
|
|
The Gangs of New Math (2005) |
|
| Robert W. Vallin |
|
This humorous short story about a brawl in a pub of mathematicians appeared in the November 2005 issue of Math Horizons magazine. There is quite a bit of "mathematical name-dropping" in the form of quick... (more) |
|
|
The Gate of the Flying Knives (1979) |
|
| Poul Anderson |
|
For his contribution to the first "Thieves' World" collection, Poul Anderson contributed a fantasy story about an illustrated scroll which forms a gateway between dimensions.
As the story progresses,... (more) |
|
|
Genghis Khan and 888 (2005) |
|
| Jason Earls |
|
As one might guess from the title of the literary journal in which it was published ("Bust Down the Door and Eat All the Chickens #4"), this story is a bit strange. According to the author, it is absurdist... (more) |
|
|
The Genius (1901) |
|
| Nikolai Georgievich Garin-Mikhailovskii |
|
The Russian Engineer N.G. Mikhailovskii (1852-1906) was also an accomplished author using the pseudonym "N.G. Garin". His short story, "The Genius", tells about an Jewish man who fills his notebooks with... (more) |
|
|
The Geometrics of Johnny Day (1941) |
|
| Nelson Bond |
|
Old MacDonald had a firm, and in that firm he had a young mathematician who wanted to win his daughter's hand in marriage. MacDonald was skeptical:
""Ye want a job, eh? And just what is it that ye... (more) |
|
|
|
|
The Geometry of Love (1966) |
|
| John Cheever |
|
An engineer is inspired by a passing truck from "Euclid's Dry Cleaning" to apply geometric principles to his own marital problems. He finds that interpreting his family as a triangle has the advantage... (more) |
|
|
The Geometry of Narrative (1983) |
|
| Hilbert Schenck |
|
This story begins with a character who is a graduate student of English proposing to his professor a new geometric approach to literary analysis. As he points out, this has been used to some limited degree... (more) |
|
|
Georgia on My Mind (1995) |
|
| Charles Sheffield |
|
The story has to do with Babbage's
Analytical Engine and a remote region of Antarctica (the "Georgia"
of the title). The mathematics bit, aside from Babbage, consists
of a nonlinear optimization... (more) |
|
|
Getaway from Getawehi (1969) |
|
| Colin Kapp |
|
Colin Kapp has written a few stories which have some good, hard SF mixed up with highly tongue-in-cheek, believable flights of fancy. The present story is set on the single planet, Getawehi, of a rogue... (more) |
|
|
Getting Rid of Fluff (1908) |
|
| Ellis Parker Butler |
|
A humorous story in which two men formulate a mathematical "law of scared dogs" to help in frightening away an annoying dog named Fluff.
"I bet if Sir Isaac Newon had had Fluff as long as you have had... (more) |
|
|
Getting the Combination (1982) |
|
| Isaac Asimov |
|
Griswold figures out a combination by correctly guessing
the next number in a sequence.
AKA "Playing the Numbers". Published originally in the June 1982 issue of Gallery.
(more) |
|
|
Ghost Days (2013) |
|
| Ken Liu |
|
This short story begins with a very short computer program that computes the Fibonacci numbers which a young student is learning in school. The teacher is one of the human crew of a space ship and the... (more) |
|
|
The Ghosts (1908) |
|
| Lord Dunsany |
|
The story line is very simple. Two brothers disagree about the existence of ghosts. They have an argument and the brother who clings to rationality wants to put it to test. On a hungry stomach, amidst... (more) |
|
|
The Gift of Numbers (1958) |
|
| Alan Nourse |
|
A mild story about an accounting book-keeper, Avery Mearns, who runs into a stranger called, “The Colonel” at the local bar. “The Colonel had a way with numbers like no other guy around. It was... (more) |
|
|
The Gigantic Fluctuation (1973) |
|
| Arkady Strugatsky / Boris Strugatsky |
|
This is an oddly funny story about a man who becomes the "focus point of all miracles in the world", a "gigantic fluctuation". He somehow appears to attract extremely improbably but possible statistical... (more) |
|
|
The Gimatria of Pi (2004) |
|
| Lavie Tidhar |
|
More ``numerology'' than mathematics, this short story is based on the idea that the decimal expansion of π has predictive value. For example, it is portrayed as predicting the assassination of Yitzhak... (more) |
|
|
The Girl Who Loved Mathematics (1988) |
|
| Elizabeth Smithers |
|
A sad tale of a college girl, Gilberte (not her true name), who has a penchant for mathematics, having inherited from her father “who was was some high official who presumably dealt with estimates... (more) |
|
|
The Girl with the Celestial Limb (1990) |
|
| Pauline Melville |
|
Although recognized as mathematically talented in school, Jane Cole hid from all things intellectual after having a frightening epiphany regarding infinity. Math, however, seemingly exacts its revenge... (more) |
|
|
Glory (2007) |
|
| Greg Egan |
|
The story talks about a xenomathematician's quest to understand hieroglyphic tablets on an alien planet containing the mathematical knowledge of an extinct civilization. The extinct aliens had apparently... (more) |
|
|
The Gnome and the Pearl of Wisdom: A Fable (1977) |
|
| Richard Willmott |
|
A greedy gnome with a countably infinite collection of marbles wants to
trade it with Merlin the mathematician for his beautiful "pearl of
wisdom". Merlin takes advantage of the gnomes unfamiliarity... (more) |
|
|
Go, Little Book (1972) |
|
| Isaac Asimov |
|
Combinatorics is used to break a "matchbook code".
One of the "Black Widower" mysteries written for Ellery Queen magazine.
See also these [2, 3] other BW stories. (more) |
|
|
The God Equation (2007) |
|
| Michael A.R. Co |
|
The angel Azrael is ordered to kill a Philippine mathematician who is using the Internet to create a mathematical proof of the existence of God.
In this story, Azrael is presented as a hitman who kills... (more) |
|
|
Gold Dust and Star Dust (1929) |
|
| Cyrill Wates |
|
Gold disappears overnight! From a locked warehouse! Obviously, our detective, Mr. Corwin, immediately figures out that the stuff has fallen through a crack in the fourth dimension. It has not been stolen,... (more) |
|
|
The Gold-Bug (1843) |
|
| Edgar Allan Poe |
|
Not only does this very famous Poe story contain a (very little) bit of mathematics in the form of a probabilistic approach to cryptography and a geometric description of the treasure hunt on the ground... (more) |
|
|
Goliijo (2007) |
|
| Alex Rose |
|
A very cute, mind-tickling short tale about a place called “Goliijo”. References to Mandelbrot's paper on British coastline and the Koch curve lead the reader to a description of Goliijo,... (more) |
|
|
Gomez (1954) |
|
| Cyril M. Kornbluth |
|
this story is about a physics prodigy, but a mathematical equation
appears in it -- the first time I read story the equation didn't make any
sense to me, but eventually I realized that it was a... (more) |
|
|
A Good Problem to Have (2014) |
|
| B.J. Novak |
|
A fourth grade math class is interrupted by an old man who bursts in claiming that he was the inventor of the train problem:
"That's my problem," said the man.
He stared at us all at once, somehow,... (more) |
|
|
The Gostak and the Doshes (1930) |
|
| Miles J. Breuer (M.D.) |
|
In this classic science fiction story, a mathematical physicist convinces his friend to try to travel into another dimension by merely altering the way he thinks about things. The friend finds himself... (more) |
|
|
The Grass and Tree (2003) |
|
| Eliot Fintushel |
|
The Banach-Tarski paradox is invoked repeatedly as the underlying
explanation for shapeshifting. And higher-dimensional generalizations
prove crucial to the plot. The author goes so far as to cite... (more) |
|
|
Grigori’s Solution (2014) |
|
| Isobelle Carmody |
|
A kind of magic realism story which stretches beyond the concept of a harmful meme into the realm of the speculation that certain kind of knowledge can destroy all reality.
A mathematician discovers... (more) |
|
|
|
|
Gödel geht [Gödel's Exit] (1991) |
|
| Andreas Findig |
|
Kurt Gödel's reflection steps out of the mirror and joins him at his table in a cafe. (That may seem weird, but the author assures us that such fantastical things are always happening in Vienna.) Since... (more) |
|
|
Gödel Numbers (1969) |
|
| J.W. Swanson |
|
The story revolves around an ancient stone artifact found near Cairo which has engraved markings of slanted lines. In an incredible non-sequitor, one of the characters in the story guesses that the numbers... (more) |
|
|
Gödel's Sunflowers (1992) |
|
| Stephen Baxter |
|
Far in the future, a human explores a giant fractal construction which is a
physical realization of the total knowledge of the creatures which created
it long ago. In the process he learns about (more) |
|
|
Hamisch in Avalon (1995) |
|
| Eliot Fintushel |
|
This story marks the return of the Yiddishe mystic Izzy and his daughter
in-law (now a math professor) Hamisch previously encountered in Izzy at the Lucky Three. There isn't as much math in
this story,... (more) |
|
|
Harvey Plotter and the Circle of Irrationality (2011) |
|
| Nathan Carter / Dan Kalman |
|
Harvey Plotter, who has a scar shaped like a radical sign on his forehead, must find all of the rational points on the circularum unititatus before the evil Lord Voldemorphism.
The reader follows... (more) |
|
|
The Heart on the Other Side (1962) |
|
| George Gamow |
|
A math professor and his beloved girlfriend try to imagine how they could win the approval of her father for their marriage. She laments that he could only do so by being helpful in her father's profession,... (more) |
|
|
Hell of a Fix (2009) |
|
| Matthew Hughes |
|
When an actuary's exclamation upon hitting his thumb with a hammer summons a demon, he unwittingly causes a general strike of the workers in Hell. With the help of a theologian with a bizarre theory to... (more) |
|
|
Herbrand's Conjecture and the White Sox Scandal (1993) |
|
| Eliot Fintushel |
|
Hi, I'm Eliot Fintushel, the author of HERBRAND'S CONJECTURE AND THE WHITE
SOX SCANDAL. The idea is that the mathematical logician Jacques Herbrand
who actually did die in a mountaineering accident... (more) |
|
|
Herr Doctor's Wondrous Smile (1998) |
|
| Vladimir Tasic |
|
In this short story, a logician who really does not take the superstitions
of numerology seriously is invited to a "fringe" conference where he
delivers a talk on the mystical implications of Gregory... (more) |
|
|
Hidden in Glass (1931) |
|
| Paul Ernst |
|
A murder mystery involving a mathematical physicist. One Professor Brainard, who is claimed to have mastered "the secret of the fourth dimension" (haven't they all in the pulps?), has a serious professional... (more) |
|
|
The Higher Mathematics (1954) |
|
| Martin C. Wodehouse |
|
This short story is written as a total spoof which reminded me of Martin Gardner’s “The No-Sided professor”, with a certain amount of snarky humor woven in.
A professor of physics conducts an... (more) |
|
|
Hilbert's Hotel (1999) |
|
| Ian Stewart |
|
Another take on the idea (attributed to lectures by David Hilbert) that the bizarre properties of the countably infinite can best be presented through the analogy of a hotel. Here, Mr. and Mrs. Smith... (more) |
|
|
The Holmes-Ginsbook Device (1969) |
|
| Isaac Asimov |
|
A scientist recounts how, stung by his former professor
hogging all the credit for figuring out a way to safely
light cigarettes and girlwatch at the same time, he and
... (more) |
|
|
A House for Living (2020) |
|
| Nicolette Polek |
|
A very short story (not quite two pages) about an insecure mathematician:
The mathematician moves into a glass condominium with fourteen doors and has nightmares about the rooms behind them switching... (more) |
|
|
The Hyland Resolution (2020) |
|
| Justin Tarquin |
|
Charles Hyland is the sort of math professor who can be totally distracted by a mathematical question while he and several academic colleagues are under attack by an enemy army on the moon. (Specifically,... (more) |
|
|
i (2005) |
|
| Paul Evanby |
|
A computer programmer meets a composer who is trying to incorporate complex numbers into musical theory:
I nodded slowly, and pointed at the other screen. “What about that?”
He pursed his lips.... (more) |
|
|
I Had to Call In a Mathematician (2019) |
|
| Erik Talvila |
|
This short story published in the Mathematical Intelligencer answers the age old question "What if math was more like plumbing?"
“Hi Janice. It's Mort. I've got another problem here and I've... (more) |
|
|
I of Newton (1970) |
|
| Joe Haldeman |
|
In this short story a mathematics professor accidentally summons a demon
by cursing while working on a problem involving integration. The devil
brags
that he is able to disprove Fermat's last theorem,... (more) |
|
|
Ibn Hakkan al-Bokhari, Dead in his Labyrinth (1951) |
|
| Jorge Luis Borges |
|
Two friends, a poet and a mathematician (who is described as the author of a study on "the theorem which Fermat did not write in the margin of a page of Diophantus") arrive at an abandoned house in the... (more) |
|
|
The Ifth of Oofth (1957) |
|
| Walter Trevis |
|
[This] is a short, zany, tall-tale reminiscent of Heinlein's "And He Built A Crooked House". Someone ends up making a 3-dimensional, unfolded projection of a 5-dimensional hypercube, a Penteract. The... (more) |
|
|
The Image in the Mirror (1933) |
|
| Dorothy Leigh Sayers |
|
Lord Peter Wimsey, while staying at an inn, finds a stranger is
completely rapt in reading and rereading from a book of Wimsey's.
It turns out to be H G Wells' story of a man inverted via the
fourth... (more) |
|
|
The Imaginary (1942) |
|
| Isaac Asimov |
|
As Asimov notes in his afterword to it (in THE EARLY ASIMOV), it is mostly about the idea of applying mathematical formulae to psychology, which he later did with his psychohistory in the "Foundation"... (more) |
|
|
The Imaginary Number (1956) |
|
| Yizhak Oren |
|
In this peculiar and humorous story, a complete stranger
shows up at physicist Benjamin's door, with an imaginary
tale of their childhood friendship, marriage to twin sisters,
and his deed to certain... (more) |
|
|
|
|
Immortal Bird (1961) |
|
| H. Russell Wakefield |
|
Professor Brandley, a "young" man of 53, wants nothing more than to attain the position of Regius Professor of Pure Mathematics at the Metropolitan University in London so that he could train "disciples... (more) |
|
|
Immune Dreams (1978) |
|
| Ian Watson |
|
A creepy but interesting story that combines the genetics of cancer, the neurology of dreaming, immunology, and the mathematics of catastrophe theory (a precursor of what we now call "chaos theory"). ... (more) |
|
|
In Alien Flesh (1978) |
|
| Gregory Benford |
|
A human scientist discovers that the Drongheda, a whale-like alien species, do sophisticated mathematics that he can access by climbing inside an orifice and implanting electrodes inside their bodies.... (more) |
|
|
In Fading Suns and Dying Moons (2003) |
|
| John Varley |
|
There is an explicit reference not only to mathematics, but to mathematical fiction in this scary short story. When strange creatures with an unusual interest in butterflies begin appearing on the Earth, it takes a mathematician and familiarity with Abbott's Flatland to understanding what is going on. (more) |
|
|
In the River (2006) |
|
| Justin Stanchfield |
|
A female mathematics professor undergoes a surgical procedure to enable her to live and communicate with aquatic aliens. Her goal is to learn to understand their mathematics well enough to reproduce their... (more) |
|
|
Incomplete Proofs (2012) |
|
| John Chu |
|
This unusual piece combines equal parts fashion industry and math research, with a dash of fantasy and just a pinch of homo-eroticism. Grant does a favor for his old partner, Duncan, by modeling his new... (more) |
|
|
The Indefatigable Frog (1953) |
|
| Philip K. Dick |
|
A parody of science utilizing the old "Zeno's Paradox". Originally appeared in Fantastic Story Magazine (July 1953) and republished
recently in The Ascent of Wonder.
A funny story where annoyingly... (more) |
|
|
The Infinite Assassin (1991) |
|
| Greg Egan |
|
Originally published in `Interzone #48', June 1991.
There are multiple realities. As the narrator puts it, `the number of
parallel worlds is uncountably infinite - infinite like the real numbers,
not... (more) |
|
|
The Infinite Plane (1981) |
|
| Paul J. Nahin |
|
As a student, Richard Mackley discussed some philosophical aspects of the
mathematical abstraction of an infinite plane with his math
professor. For instance, they noted that the plane would look the... (more) |
|
|
Infinities (2010) |
|
| Vandana Singh |
|
A nicely written story about Abdul Karim, a mathematics teacher at the local municipal school, set against the backdrop of the religious turmoil between Hindus and Muslims in India. I couldn't quite... (more) |
|
|
Inflexible Logic (1940) |
|
| Russell Maloney |
|
There is a famous example of probability which (in one of its many
forms) states that six chimpanzees randomly typing at six typewriters
would eventually reproduce all of the books in the British museum.... (more) |
|
|
The Ingenious Mr. Spinola (1924) |
|
| Ernest Bramah |
|
Max Carrados is a blind amateur detective genius, quite popular in the early 20th century, but mostly forgotten since then. (Such is also the fate of E.B.'s Kai Lung fantasy stories.)
... (more) |
|
|
Inside Out (1987) |
|
| Rudy Rucker |
|
The story itself is quite disturbing IMO but has the usual zaniness of his other writings. Features quarks as "hypertoroidal vortex rings/loops of superstring", a "cumberquark", "hypertorii with fuzzy... (more) |
|
|
Instantiation (2019) |
|
| Greg Egan |
|
In this sequel to 3-adica, the conscious video game characters plan an escape that feels like a cross between Mission Impossible and Inception, but with the addition of famous mathematicians sitting around... (more) |
|
|
The Integral: A Horror Story (2009) |
|
| Colin Adams |
|
This story, which he claims is an attempt to emulate Stephen King, is different from many of Adams' others. This may explain why it was published for the first time in his 2009 collections Riot at the... (more) |
|
|
Into Darkness (1992) |
|
| Greg Egan |
|
Creepy story about a man who volunteers to rescue people from a
worm-hole that randomly appears in cities, killing anyone who is not
able to make it to the center of the spacetime-distortion before it
disappears.... (more) |
|
|
Into the Comet (1960) |
|
| Arthur C. Clarke |
|
When a computer malfunction prevents the crew of a spaceship from being able to determine a trajectory back to Earth, they are forced to resort to using an abacus to aid in the computation. [Note that... (more) |
|
|
Into the Fourth (1925) |
|
| Adam Hull Shirk |
|
Here's another one of those flimsy "Fourth Dimension" dimension stories; standard fare: a mathematician breathlessly invokes the higher spatial dimension to conjure up a window into hyperspace. This... (more) |
|
|
Into Thin Air (2000) |
|
| Colin Adams |
|
This was the first of Colin Adams' ``Mathematically Bent'' columns for the Mathematical Intelligencer, published back in Vol.22, No. 1, 2000. It combines many of the analogies between mountain climbing... (more) |
|
|
|
|
iPhone SE (2022) |
|
| Weike Wang |
|
Without being asked to do so, a Chinese-American woman's malfunctioning smartphone assistant begins teaching her about math, starting with the importance of the number zero and going up to solving systems... (more) |
|
|
The Island of Five Colors (1952) |
|
| Martin Gardner |
|
In this sequel to The No-sided Professor, our
heroes tackle the Four Color Theorem, which was
unproved at the time. (See here for a brief summary of a recent proof.) Included are some historically... (more) |
|
|
Izzy at the Lucky Three (1996) |
|
| Eliot Fintushel |
|
There are two kinds of weird: good weird and bad weird. This story
is the third kind. I mean, what can you say about a story in which the
Yiddishe mystic Izzy encounters
the demon spirit who created... (more) |
|
|
I’ll Follow The Sun (2014) |
|
| Paul Di Filippo |
|
An American math student in Canada in 1964 obtains help from his math professor, Chan Davis, to avoid being drafted into the military during the Vietnam War, which had already killed his uncle. The math... (more) |
|
|
|
|
The Jester and the Mathematician (2000) |
|
| Alan R. Gordon |
|
A short historical fiction piece involving Leonardo of Pisa ("Fibonacci"). Interesting story which features Fibonacci talking briefly about his rabbit-series/sequence, his abacus-duel with Pisa's foremost... (more) |
|
|
John Jones's Dollar (1915) |
|
| Harry Stephen Keeler |
|
The main mathematical content of this science fiction story is an illustration of the potential of exponential growth in the form of considering how a single dollar invested in a bank would grow in value... (more) |
|
|
Journey into a Dark Heart (1998) |
|
| Peter Hoeg |
|
This story appears in the collection Tales of the Night made up of stories by Hoeg that are all set on the evening of March 19, 1929. In this one, a depressed young Danish mathematician takes a train... (more) |
|
|
Journey to the Center of Mathematics (2006) |
|
| Colin Adams |
|
A parody of the classic Jules Verne tale, which reads like what Woody Allen would have written if he had taken math instead of philosophy at NYU:
The next day, we booked travel on a steamer across the... (more) |
|
|
The Judge's House (1914) |
|
| Bram Stoker |
|
A math student seeks a quiet place to study for his exams but winds up battling an angry ghost. Stoker certainly knew mathematical words to throw around (e.g. quaternions and conic sections), but this... (more) |
|
|
Kavanagh (1849) |
|
| Henry Wadsworth Longfellow |
|
In the fourth chapter of this novel by the famous poet, the school teacher of the title tries to convince his skeptical wife that mathematics can be poetic by reading to her from Lilavati.
(This one chapter was published separately as Englishwoman's Domestic Magazine, 3 (1855), pages 257—62, and so I will consider it both as a short story and as an excerpt from a novel.) (more) |
|
|
Kavita Through Glass (2002) |
|
| Emily Ishem Raboteau |
|
A loosely practicing Muslim graduate student in mathematics
has great difficulty understanding his Hindu wife. He tries
to understand her, love, and life in general via mathematics,
regarding which... (more) |
|
|
Ker-Plop (1979) |
|
| Ted Reynolds |
|
Two branches of humanity meet after 300,000 years without
contact. At one point, comparison is made between their
different modes of existence via explicit... (more) |
|
|
A Killer Theorem (2007) |
|
| Colin Adams |
|
Mangum, P.I. returns in this mystery in which the unproven Gauss' Last Lemma is wielded as a murder weapon. Apparently, a certain approach to proving it is so enticing that merely showing it to mathematicians... (more) |
|
|
The Killion (1982) |
|
| Ian Frazier |
|
Fans of Monty Python will recall the joke so funny that anyone who reads it dies laughing. Frazier brings us the mathematical analogue: a number so big that it kills anyone who tries to think about it.... (more) |
|
|
The Kissing Number (1992) |
|
| Ian Stewart |
|
Published as part of his "Mathematical Recreations" column in Scientific
American (February 1992), this story concerns human colonists on Mars
who are trying to figure out how many non-overlapping "circular"... (more) |
|
|
Klein Bottle (1978) |
|
| Cho-Se Hui |
|
This is another short Korean tale, where the author has again tried to give a parallel between a situation in real life and a geometrical object, this time the Klein bottle (also see the author’s “The... (more) |
|
|
Krise [Crisis] (1978) |
|
| Helga Königsdorf |
|
A pure mathematician at an East German research facility has already moved (not entirely by choice) to a technical institute when his paper on a crisis ["Krise"] in number theory is published. So, the... (more) |
|
|
|
|
Ladies' Night (2017) |
|
| Robert Dawson |
|
A card sharp known as "Lady Jane" attempts to swindle a statistician visiting Las Vegas for a conference. The plot twists and turns as it mentions things like the Monty Hall Problem, Game Theory, and... (more) |
|
|
The Land of No Shadow (1931) |
|
| Carl H Claudy |
|
Claudy's regular characters, the brilliant Alan Kane and the brawny Ted Dolliver, journey into the fourth dimension in this pulpy SciFi story. The tennis balls that journey into this trans-dimensional... (more) |
|
|
The Last Answer (1980) |
|
| Isaac Asimov |
|
Physicist Murray Templeton dies and is then surprised to find that he somehow still exists. Murray engages in a conversation with his Creator (who is bemused at being called `God'),... (more) |
|
|
The Last Magician (1952) |
|
| Bruce Elliott |
|
Science-fiction story about a magician performing for aliens using a Klein bottle as a prop. (more) |
|
|
The Last Theorem (2008) |
|
| Buzz Mauro |
|
A depressed music professor ponders Fermat's Last Theorem and the implications of its proof by Andrew Wiles.
Like many of Mauro's other stories, this one is very well written, focusing not so much on... (more) |
|
|
The Law (1947) |
|
| Robert M. Coates |
|
In this story, the "law of averages" ceases to apply (so that, for instance, everyone in Manhattan decides to drive across the Triborough Bridge on the same evening). As a result, it is necessary for... (more) |
|
|
Left or Right (1951) |
|
| Martin Gardner |
|
Originally published in Esquire magazine in 1951, this story
about a space ship "flipping" through the fourth dimension has rarely
been seen because Gardner later worried that it was physically inaccurate.... (more) |
|
|
The Legend of Howard Thrush (2005) |
|
| Alex Kasman |
|
I always have enjoyed the American folk tale, a medium in which one pretends to be speaking earnestly and in all sincerity about a history so ridiculous that it it simply cannot be taken seriously. There... (more) |
|
|
Lemma 1 (1978) |
|
| Helga Königsdorf |
|
This short story by an East German author concerns a mathematics graduate student who realizes right before her thesis defense that Lemma 1 (the initial small step on which the rest of her results depend)... (more) |
|
|
Let's Consider Two Spherical Chickens (2016) |
|
| Tommaso Bolognesi |
|
Although it takes the form of a murder mystery, Bolognesi's "Let's Consider Two Spherical Chickens" really is more of an essay than a work of fiction. Like the other chapters from the collection in which... (more) |
|
|
Letters From Incompleteness (2021) |
|
| Jonah Howell |
|
This creative work of fiction takes the form of love letters from an unidentified narrator who has become obsessed with Kurt Gödel and his incompleteness theorems.
Some of the discussion of Gödel's... (more) |
|
|
The Library of Babel (1941) |
|
| Jorge Luis Borges |
|
Years ago, I read The Library of Babel in a volume of collected short
stories by [Argentinian] Jorge Luis Borges, published under the title,
Labyrinths and translated from the [Spanish]. Like many... (more) |
|
|
life.exe (2006) |
|
| Jason Rogers |
|
This work of fiction is not strictly narrative. It is hard to say what is happening since the characters live in the world of "the matrix". Not like the Wachowski Bros.'s epic trilogy of films (though... (more) |
|
|
The Limit of Delta Y Over Delta X (1994) |
|
| Richard Cumyn |
|
Here is a calculus example from a book with a title that can not
be more mathematical. I printed this one in a calculus book that I
wrote for my business/economics calculus class. I also read it out... (more) |
|
|
Lines of Longitude (1997) |
|
| Stephen Baxter |
|
The story tries to delve into Hawking's idea of imaginary time - how it may occur that at the beginning of the universe, time and space were ambiguously defined, smeared out into each other as a flattened... (more) |
|
|
The Lions in the Desert (1993) |
|
| David Langford |
|
Two men are hired to guard a mysterious treasure. One of them is a math grad student, and so their discussions to pass the time take on a mathematical flavor. Of particular interest are the references... (more) |
|
|
The Living Equation (1934) |
|
| Nathan Schachner |
|
A mathematician invents a machine that provides abstract mathematical objects ("vectors" and "tensors") a certain reality. His goal is to allow them not to solve equations but to create new ones. However,... (more) |
|
|
Location, velocity, end point (2022) |
|
| Matt Tighe |
|
A time-traveler tries to reach the right point in spacetime to save his young son from a horrible disease. However, the computations he needs to achieve this goal are frustrated by some analogue of Heisenberg's... (more) |
|
|
The Locked House of Pythagoras [P. no Misshitsu] (1999) |
|
| Soji Shimada |
|
A locked-room mystery which I found disorienting, needlessly complex and a bit incomprehensible, with very stilted writing, a know-it-all kid detective who has a magical god’s eye-view of everything,... (more) |
|
|
Locker 49, or the Volunteers (2021) |
|
| David Rogers |
|
This short story is a tale of mysterious synchronicity revolving around: the Fibonacci sequence, spirals, horrific deaths and disappearances of school children, spacetime anomalies, and an empty school... (more) |
|
|
The Logic Pool (1997) |
|
| Stephen Baxter |
|
The Logic Pool deals with an intelligence that is similar
to the meme-minds in Gregory Benford's Foundations Fear.
Meme-mind -- I think this means some sort of intelligence whose
existence arises... (more) |
|
|
The Long Chalkboard (2006) |
|
| Jenny Allen / Jules Feiffer (Illustrator) |
|
Allen's book is a collection of three short-short stories spread
out over book length with illustrations on every page, in the usual
style of children's literature, complete with charmingly simple... (more) |
|
|
Long Division (2003) |
|
| Michael Redhill |
|
The title of this short story refers both to arithmetic, a beloved subject of the school age child at its center, and the separation that his mother feels from him and his father due to the child's extraordinary... (more) |
|
|
Long Division (2010) |
|
| Buzz Mauro |
|
A very short story in which a hypochondriacal boy confuses the long division which he is learning in school with the cell division in the cancer that killed his grandmother. The boy's mother responds... (more) |
|
|
The Long Slow Orbits (1967) |
|
| H.H. Hollis |
|
Tagline: Nice prison! It was a Klein bottle in orbit - easy to escape from, if you didn't mind turning inside out!
A sensitively written, poignant vignette of mankind and society spread out... (more) |
|
|
Lord Darcy (1966) |
|
| Randall Garrett |
|
The stories in this collection of fantastical murder mysteries take place in an alternate universe where magic rather than science has become the primary human tool for manipulating the world. Frequent... (more) |
|
|
|
|
Lost (2011) |
|
| Tamora Pierce |
|
A mathematically talented little girl from a mystical medieval realm is abused by her anti-intellectual father and unappreciated by a mean math teacher who insists that she show all of her work. However,... (more) |
|
|
Lost in the Funhouse (1968) |
|
| John Barth |
|
According to the "foreward to the Anchor Books Edition", this
collection of short stories is "strung together on a few echoed and developed themes and [circles] back upon itself; not to close a simple... (more) |
|
|
The Lottery in Babylon [La lotería en Babilonia] (1941) |
|
| Jorge Luis Borges |
|
In what is clearly a metaphor for the apparent randomness of life (and the theological implications that follow), the great Argentinian writer Borges crafts a tale about the all important lottery in a... (more) |
|
|
Love and a Triangle (1899) |
|
| Stanley Waterloo |
|
Julius Corbett, a man of fortune, is in love with an extraordinary woman, Nell Morrison, who is an astronomer. She has a particular penchant for Mars, an in particular, is trying to solve the problem... (more) |
|
|
Luck be a Lady (2009) |
|
| Dean Wesley Smith |
|
A seriously bizarre story about how
Laverne, the Goddess of Luck, has gone missing, and superheroes Poker
Boy, Front Desk Lady, and Screamer go looking for her, only to discover
that the Bookkeeper... (more) |
|
|
Luminous (1995) |
|
| Greg Egan |
|
A truly wonderful story in which two math grad students discover that the things we consider to be "truths" in number theory are actually part of a dynamical system, subject to change over time and in... (more) |
|
|
Mad Destroyer (1930) |
|
| Fletcher Pratt |
|
The story is about a mathematician/astronomer who has discovered an exact solution to the multi-body problem in gravitation i.e. a formula which can easily calculate the positions and velocities of N... (more) |
|
|
The Magic Staircase (1946) |
|
| Nelson Slade Bond |
|
A Mathematics professor develops a theory of "intra-dimensional" spaces, hypothesizing that the vast, empty spaces in atoms form a parallel dimension in which alternative histories of "what might have... (more) |
|
|
Mailman (2000) |
|
| J. Robert Lennon |
|
The title character, called Mailman, is a mentally ill mailman
with criminal and deviant behavior with respect to the mail that
he handles. It turns out that Mailman had once been a mathematics
graduate... (more) |
|
|
|
|
The Man Who Walked Through Mirrors (1939) |
|
| Robert Bloch |
|
A tongue-in-cheek story making repeated fun of the common, misleading tagline which appeared in many sci fi magazines of the day, “Every Story Scientifically Accurate”.
Volmar Clark was a crackpot... (more) |
|
|
The Mandelbrot Bet (2016) |
|
| Dirk Strasser |
|
The byline of the story is: "Does mathematics truly describe the physical universe, or is the world of mathematics actually the universe itself? And what do these concepts have to do with the hopes and... (more) |
|
|
Mangum, P.I. (2004) |
|
| Colin Adams |
|
A parody of the hard-boiled private detective genre in which ``P.I.'' stands for ``Principal Investigator'', a phrase familiar to anyone who has applied for a research grant. In this hilarious story,... (more) |
|
|
The Map of Tiny Perfect Things (2021) |
|
| Lev Grossman |
|
This short film is based on a short story by Lev Grossman is a repeat-the-same-day romcom that uses 2D projections of a tesseract as a plot point! I liked it even if it’s a little handwavy, and math... (more) |
|
|
The Masters (1963) |
|
| Ursula K. Le Guin |
|
This short story, which takes place in a world where society is medieval and the sun is seen less than once per year, focuses on the mathematical advances brought about by the primary protagonist, Ganil.... (more) |
|
|
The Math Code (2005) |
|
| Alex Kasman |
|
A friend of mine once told me that he believes that mathematicians invented intentionally confusing notations to keep others from understanding what they were saying. I'm sure this is not true. We mathematicians... (more) |
|
|
Math Takes a Holiday (2001) |
|
| Paul Di Filippo |
|
Saint Hubert and Saint Barbara, the two patron saints of mathematics,
pay a visit to a devout Catholic mathematics professor who has been
praying for a mathematical miracle to silence his mockers.... (more) |
|
|
Mathe-Matti (2022) |
|
| Anuradha Mahasinghe |
|
A collection of mathematical fiction short stories published in the country of Sri Lanka by Sayura Books. Unfortunately, I do not read Sinhalese and so have not been able to enjoy it myself, but the author... (more) |
|
|
Mathemagics (1990) |
|
| Patricia Duffy Novak |
|
Kyria despises math and hates the fact that she is required to learn vector calculus at Salem University where she is studying magic. So, she determines to go back in time to learn how the ancient wizards... (more) |
|
|
Mathematica (1936) |
|
| John Russell Fearn |
|
Using a strange metal which gives them the power to change reality with their thoughts, two humans either summon or create an alien who explains to them that reality is mathematics. Together, they seek... (more) |
|
|
Mathematical Doom (1936) |
|
| Paul Ernst |
|
A detective, one Mr. Pearson, catches the crooks using a little geometry. As the story tagline says,
“Crooks try to subtract a copper from life - and find he had added up a Mathematical Doom for... (more) |
|
|
The Mathematical Kid (1940) |
|
| Ross Rocklynne |
|
Ross Rocklynne had a specific style in many of his stories. Set up a very non-standard astrophysical situation, and then solve it unconventionally. In “The Mathematical Kid”, he describes a young... (more) |
|
|
Mathematical R & D (1979) |
|
| Paul J. Nahin |
|
This short short story, published in the professional journal
IEEE Transactions on Aerospace and Electronic Systems describes a
talk by the (fictional) famous mathematician Professor Osgood. Greatly
limited... (more) |
|
|
Mathematical Revelations (2021) |
|
| Helen De Cruz |
|
Like others in her culture, Priestess Kayla works on mathematical proofs and hopes to receive a message from her creator, the Supreme Mathematician :
I have never had a Mathematical Revelation in my... (more) |
|
|
Mathematically Bent (2000) |
|
| Colin Adams |
|
Geometer and knot-theorist Colin Adams (Williams College, MA) has been writing this short, mathematically-wise and bitingly funny column in the quarterly issues of The Mathematical Intelligencer since... (more) |
|
|
The Mathematician (1997) |
|
| George Weinberg |
|
“Peter K was the first person on earth ever to invert a skew symmetric matrix by pressing a button”. So begins the story, set in the years where computers had just started making a foray... (more) |
|
|
Mathematician Proof (1920) |
|
| Ralph Ellison de Castro |
|
An utterly trite story about a genius of a mathematician (aren't they all? To wit, “he had the binomial theorem for breakfast, lunched on integral calculus and for his evening meal considered attempts... (more) |
|
|
The Mathematician Repents (2004) |
|
| Estep Nagy |
|
A short story (?) in which Paul Erdős wakes up in the home of a Parisian mathematician, seems a bit confused, wanders around, and says some strange things. No real math is discussed in the story,... (more) |
|
|
A Mathematician's Galatea (2010) |
|
| Andrew Magrath |
|
As the author describes this story on his blog:
["Inhuman: Absolute XPress Flash Fiction Challenge #4" is] an anthology of stories all written from the perspective of a non-human character. I liked... (more) |
|
|
A Mathematician's Love Story (1901) |
|
| James Richmond Aitken |
|
A very sensitive story of lifelong love full of silent heartache for a man whose mind was filled for the most part by mathematics and relentless questions about calculations of laws governing daily physical... (more) |
|
|
|
|
The Mathematicians (1953) |
|
| Arthur Feldman |
|
A father tells his daughter of an invasion of the Earth by aliens who were "the greatest mathematicians in the galaxy":
"Go on, papa. These beings over-ran all Earth. Go on from there."
"You must... (more) |
|
|
The Mathematicians of Grizzly Drive (1988) |
|
| Josef Skvorecky |
|
A detective story, in the "hard boiled" genre, featuring Eve Adam, a sexy nightclub performer who solves crimes in her free time. In this story, she visits a house where mathematicians gather to entertain... (more) |
|
|
Mathematician’s Heaven (1912) |
|
| Hunter Frances |
|
An utterly trite, juvenile story which one wants to rescue only because of its long age and the fact that it was published in something as cutely named as “Tipyn O’bob” (a magazine run by students... (more) |
|
|
|
|
The Mathematics of Friedrich Gauss (2012) |
|
| D.W. Wilson |
|
A math teacher compares his life with that of the great German mathematician C.F. Gauss as he ponders his own marital difficulties.
This short story appears in the anthology "Once You Break a Knuckle" which was shortlisted for the Dylan Thomas prize.
(more) |
|
|
The Mathematics of Magic (1940) |
|
| L. Sprague de Camp / Fletcher Pratt |
|
The "Enchanter Stories" by de Camp and Pratt are a very popular series of SF/fantasy stories whose protagonist, Harold Shea, is able to travel to other universes using symbolic logic. "The Mathematics... (more) |
|
|
|
|
The Mathenauts (1964) |
|
| Norman Kagan |
|
A hilarious story that plays with the mind-blowing idea that it may not be that mathematics describes reality, but instead that reality is mathematics.
In the future presented by this story, only those... (more) |
|
|
Mathenauts: Tales of Mathematical Wonder (1987) |
|
| Rudy Rucker (editor) |
|
This collection contains a wonderful assortment of
mathematically oriented SF written between 1962 (when Mathematical
Magpie appeared) and 1987 when this volume was published. Editor Rudy Rucker is... (more) |
|
|
Maths on a Plane (2008) |
|
| P T |
|
This story, about a student flirting with the attractive woman in the seat next to him on a plane, won the student category of the 2008 New Writers Award from Cambridge University's ``Plus+ Magazine''.... (more) |
|
|
Matrices (2016) |
|
| Steven Nightingale |
|
One of 64 fantastical short stories in the collection "The Hot Climate of Promises and Grace", this one concerns a mathematician who fills matrices with real objects instead of numbers. The results are... (more) |
|
|
A Matter of Geometry (1915) |
|
| Ared White |
|
Pythagoras Theorem (or some algebraic operations like square-roots or mental arithmetic) is a device used sometimes to stand in for mathematical erudition, intellectual thinking and the like. In “A... (more) |
|
|
A Matter of Mathematics (1999) |
|
| Brian Wilson Aldiss |
|
A space/time shortcut is found connecting the earth to the moon. Its use
provokes an alien response, consisting of a device encoding within it some
very strange mathematics.
(For those interested, the title story of the Aldiss collection was the
original inspiration for Kubrick/Spielberg's AI.)
Also published as "The Apollo Asteroid". In Crowther and Greenberg (eds)
"Moon Shots". (more) |
|
|
A Matter of Mathematics (2005) |
|
| Tony Ballantyne |
|
A story about the attempt by the British to change the tilt of Earth's axis to create a more suitable environment for themselves and how the Americans foil it. The British have been launching incessant... (more) |
|
|
The Maxwell Equations (1969) |
|
| Anatoly Dnieprov |
|
The math in this story seems very real, though the specifics of it are
inconsequential to the plot. A mathematical physicist in an isolated
city needs help finding a solution to a linearized version... (more) |
|
|
Maxwell's Equations (2005) |
|
| Alex Kasman |
|
James Clerk Maxwell was the 19th century theoretician who discovered electro-magnetic waves. He is often described as a "physicist", but I would argue that he was a mathematician. Certainly some of his... (more) |
|
|
The Measure of Eternity (2006) |
|
| Sean McMullen |
|
The beautiful servant of an even more beautiful courtesan leaves the palace in an ancient city and finds a beggar proudly shouting "I have nothing" in many different languages. Yet, this beggar seems... (more) |
|
|
Merlin Planet (1968) |
|
| E.G. Von Wald |
|
A lovely tale which merges mathematics / logic systems and magic to a satisfying conclusion. And what a great hook of a tagline in the story! “On Arrey, you could survive - as a frog. Unless you could... (more) |
|
|
Mersenne's Mistake (2008) |
|
| Jason Earls |
|
This is a nice piece of mathematical fiction in which the mathematician/monk Marin Mersenne encounters a demon with amazing mathematical skills. Like the other stories by Earls, this seems to be designed to showcase the interesting numbers which he has found using computer algebra tools.
(more) |
|
|
Message Found in a Copy of Flatland (1983) |
|
| Rudy Rucker |
|
This is the story that answers the age old question: "What if Flatland was in the basement of a Pakistani restaurant in London?".
The answer is scarier than you might think, especially when you
realize... (more) |
|
|
Micromegas (1752) |
|
| François Marie Arouet de Voltaire |
|
"Micromegas" is a Voltaire short story, obviously inspired by Swift's
Gulliver's Travels. The title character comes from a planet
orbiting Sirius, and stands 120,000 feet tall. Before spelling out
Micromegas'... (more) |
|
|
Milo and Sylvie (2000) |
|
| Eliot Fintushel |
|
"Shapeshifting is treated as a form of Banach-Tarski
equidecomposition. And part of a Zorn's Lemma proof
is given explicitly."
This story appeared in the March 2000... (more) |
|
|
Mimsy Were the Borogoves (1943) |
|
| Lewis Padgett (aka Henry Kuttner and Catherine L. Moore) |
|
Far in the future, humans have not only improved their digestive tracts
(eliminating the appendix and shortening their large intestine) and invented a time machine, but they have also invented educational
toys... (more) |
|
|
Mine the Primes (2005) |
|
| Julian Todd |
|
In this SF short story, mathematicians work to discover new prime numbers which are used to power space ships. The concept of "mining" numbers probably seemed very "science fictiony" and perhaps even... (more) |
|
|
Mirror Image (1972) |
|
| Isaac Asimov |
|
A robot volunteers the aid of his human, Earthling friend to settle a
dispute between a pair of feuding "spacer" mathematicians. It seems that an
old mathematician (over 270 years old in fact) and a... (more) |
|
|
Misfit (1939) |
|
| Robert A. Heinlein |
|
A crew of misfits ships out to the asteroid belt. One member turns
out to be a misfit among the misfits: he's a mathematical prodigy.
His skills prove to be very valuable.
reprinted in THE PAST... (more) |
|
|
Mobius Strip (1978) |
|
| Cho-Se Hui |
|
A very short Korean tale, where the author has tried to give a parallel between a situation in real life and the Möbius strip. The story begins with a Math professor's lecture, where he explains the... (more) |
|
|
The Mobius Trail (1948) |
|
| George Smith |
|
One Mr. Joseph Kingsley, after years of toiling and tooling, creates an electrical gadget which ends up acting very much like an open wormhole with both ends of the wormhole accessible, the kind you... (more) |
|
|
A Modern Comedy of Science (1936) |
|
| Issac Nathanson |
|
Prof. Newell “had a reputation for his profound researches into the realm of theoretical physics; a great mathematician in the thin heights where few could follow him. His lectures on the fourth dimension,... (more) |
|
|
The Moebius Room (1952) |
|
| Robert Donald Locke |
|
Tagline: “It was more than a vicious circle—it was a vicious square.”
A spy-prisoner with no recollection of most of his identity or history (due to a suppressant chemical) finds himself trapped... (more) |
|
|
Moebius Trip (2006) |
|
| Janny Wurts |
|
Featuring an aging mirror-maker who is asked to create a mirror which acts like a moebius strip and shows a reflection of the past and the future. Frankly, I did not think it was done well at all and... (more) |
|
|
The Monkey in Hilbert's Hotel (2019) |
|
| K. B. Basant |
|
This is yet another tale about a hotel to illustrate the mind-blowing properties of infinite cardinals. Like the others, which you can find listed below among the "similar works", this is only barely... (more) |
|
|
The Monopole Affair (2003) |
|
| Ken Wharton |
|
This short story in the May 2003 issue of Analog by physicist
Wharton includes references to the role of higher dimensions in string
theory.
References to string theory, but much more about physics than math (which gets a passing mention).
(more) |
|
|
Monster (2005) |
|
| Alex Kasman |
|
A story about group theory, plagiarism, the untapped potential of a collaboration between mathematics and marketing, the bleak financial future of academia, and the Monster.
This story talks about... (more) |
|
|
The Monty Hall Problem (2021) |
|
| Rebekah Bergman |
|
The narrator compares situations in dating life with the choices presented in classic puzzle games like the Monty Hall Problem. She is currently in a relationship with a man with 3 dogs who loves cereal,... (more) |
|
|
Moriarty by Modem (1995) |
|
| Jack Nimersheim |
|
A cyberversion of Sherlock Holmes is created to track down an accidently
released cyberversion of Moriarty. The big clue involves both the binomial
theorem and binomial variables.
Published in... (more) |
|
|
Mortal Immortal (1833) |
|
| Mary Wollstonecraft Shelley |
|
This fantasy story by the author of Frankenstein, about a man who drinks a half dose of a potion that bestows immortality, is only borderline mathematical fiction. The only arguably mathematical part... (more) |
|
|
Mozart on Morphine (1989) |
|
| Gregory Benford |
|
A mathematician nearly loses his life to appendicitis. While
sedated in the hospital, he describes the loony stuff that flits through his
head, and how it relates to the subjective and personal processes... (more) |
|
|
Ms Fnd in a Lbry (1961) |
|
| Hal Draper |
|
Hal Draper took a break from his life's work of promoting Marxism,
and wrote one science fiction story. The information explosion, and
associated storage and retrieval problems, is humorously examined
in... (more) |
|
|
Multi-Colored Dome (1987) |
|
| Martin Gardner |
|
A light-hearted, short story about a shy but precocious Math student working on symbolic logic (“he had read “Principia Mathematica” when he was in high school, and understood it,... (more) |
|
|
Murder on the Einstein Express (2016) |
|
| Harun Šiljak |
|
An essay containing many interesting remarks and anecdotes about mathematics and mathematical physics presented in the form of a dialogue between a professor and students. Topics covered include entropy,... (more) |
|
|
Murder, She Conjectured (2005) |
|
| Alex Kasman |
|
A police psychologist attending a conference in Cambridge, England is pulled into an unsolved murder mystery by her mathematician boyfriend. An important theme of the story is the oppresive sexism that... (more) |
|
|
Musgrave Ritual (1893) |
|
| Sir Arthur Conan Doyle |
|
A tiny bit of mathematics is used by Sherlock Holmes
to solve this mystery. In it, he ties together the disappearance of a
housemaid, the discovery of the dead body of the chief butler and a strange
poem... (more) |
|
|
Music of the Spheres (2011) |
|
| Ken Liu |
|
The short stories in the anthology Mirror Shards all focus on augmented reality (AR), the idea that our perception of the world around us will be fundamentally changed by the use of advanced technology.... (more) |
|
|
My Heart Belongs to Bertie (2018) |
|
| Helen DeWitt |
|
This short story, which appears in the anthology "Some Trick: Thirteen Stories by Helen DeWitt" features an academic turned author arguing with a literary agent who wants him to include less math in his... (more) |
|
|
My Random Friend (1977) |
|
| Larry Eisenberg |
|
Gene Berry was a statistical anomaly. A foster child who had changed four families, he was “god-damned bright”, “a treasure-trove of disparate facts” and blessed with “extraordinary reasoning... (more) |
|
|
N Day (1943) |
|
| Philip Latham |
|
An astronomer's observations of the sun lead him to predict the sun will go nova in just a few days. The formula that he used for his prediction is included explicitly. "Philip Latham" is
the pseudonym of Robert Shirley Richardson.
(more) |
|
|
The N-Plus-1th-Degree (1968) |
|
| Stephen Barr |
|
A mathematician is accused of murdering a man who flirted with his wife. Her faith in him (which is so strong, she describes it as being to the n-plus-1th degree) allows her to figure out how and by... (more) |
|
|
Nachman (1998) |
|
| Leonard Michaels |
|
An American mathematician attends a conference in Poland, the country in which his grandparents were killed in a Nazi concentration camp. This is during the Cold War, and the American consul warns him... (more) |
|
|
Nachman at the Races (1999) |
|
| Leonard Michaels |
|
In Michaels' third Nachman story, we learn that the UCLA mathematician enjoys attending horse races -- apparently his only emotional outlet besides his mathematics research. There is discussion of the... (more) |
|
|
Nachman Burning (1998) |
|
| Leonard Michaels |
|
In this story, the reclusive UCLA mathematician Nachman, a recurring character in stories by Leonard Michaels, gets a haircut. He chooses a barber he knows to be terrible at cutting hair, but he goes... (more) |
|
|
Nachman from Los Angeles (2002) |
|
| Leonard Michaels |
|
This second "Nachman" story by Leonard Michaels is a flashback to a time when the UCLA mathematician was a graduate student and hired by a rich Arabian prince to ghostwrite a philosophy paper for him.... (more) |
|
|
Nanunculus (1997) |
|
| Ian Watson |
|
A mathematician wishes to commit suicide, but is pestered by an automated visitor from the future programmed to make certain that the mathematician discovers the key to time travel before he does.
Appears in the collection The Great Escape
and first published in Interzone January 1997.
(more) |
|
|
Narrow Valley (1966) |
|
| R.A. Lafferty |
|
This is a madcap story about a tract of land which is topologically folded through a shamanic incantation. Contains descriptions of some physical effects but explicitly states that the topological defect... (more) |
|
|
Naturally (1954) |
|
| Fredric Brown |
|
Fredric Brown, a prolific and acclaimed writer of mystery
and science fiction stories and novels, was an extraordinary
master of the short-short. "Naturally" is a one-pager about
Henry... (more) |
|
|
The Needle in a Haystack (2002) |
|
| Tom DeMarco |
|
A pretty funny, silly story about a tailor with a mathematical bent who loses a needle in a haystack. Quite despondent about his chances of finding it, he decides to be mathematically rigorous in his... (more) |
|
|
A New Golden Age (1981) |
|
| Rudy Rucker |
|
In this story, and in our world as well, mathematicians lament the
fact that legislators cannot sufficiently appreciate mathematics and
that this adversely affects the funding of their science. To address
this... (more) |
|
|
The New Reality (1950) |
|
| Charles Leonard Harness |
|
The theme of this story concerns the idea that observation
determines reality, and takes it to a more profound level than
is usual in quantum mechanics. Along the way, the history of
π and of... (more) |
|
|
Newton's Gift (1979) |
|
| Paul J. Nahin |
|
Time traveller Wallace John Steinhope believes that he will be able to help
his hero, Isaac Newton, avoid the tedium of computation by bringing him an electronic
calculator that can do simple arithmetic.... (more) |
|
|
The Next Dimension (1947) |
|
| Vladimir Karapetoff |
|
"A Mathematical Play in Five Dialogs". Once again, we are treated to the
Flatland notion of two-dimensional creatures
pondering a "hypothetical" three dimensional existence. Many of the usual
concerns... (more) |
|
|
Nice Girl with Five Husbands (1951) |
|
| Fritz Leiber |
|
A man is unwittingly swept by a time wind 100 years
into the future. He and the people he meets in the
future--including the nice girl of the title--talk
at cross purposes, but no one realizes... (more) |
|
|
The Nine Billion Names of God (1953) |
|
| Arthur C. Clarke |
|
As much about computers as it is about mathematics, we join two
programmers hired by a Buddhist sect seeking to find all true names of
God by exhausting a combinatorial library of possibilities.
Appears... (more) |
|
|
No Chance (2001) |
|
| Guy Hasson |
|
While playing poker, a math professor and a biology professor discuss the many-worlds interpretation of quantum physics, with the mathematician offering what he sees as a mathematical argument proving... (more) |
|
|
No-Sided Professor (1946) |
|
| Martin Gardner |
|
We all know that among the surprising things you learn when you first
make a Mobius strip is
the fact that out of a two sided piece of paper you can make an object
with only one side. Why should this... (more) |
|
|
Nobody Loves a Moebius Strip (1979) |
|
| Alice Laurance |
|
A very warm and fuzzy 2-page story about a living alien creature shaped in the form of a Mobius Strip. It starts off with:
“You could be interested,, even fascinated by one, you could conceivably... (more) |
|
|
The Non-Statistical Man (1956) |
|
| Raymond F. Jones |
|
In this short story, insurance adjuster Charles Bascomb comes up against his greatest enemy: intuition. The story presents mathematics (especially statistics and logic) as one way man can deal with reality.... (more) |
|
|
Normed Trek (2014) |
|
| Harun Šiljak |
|
This short story is a parody that combines elements of Star Trek with Alice's Adventures in Wonderland using concepts and terminology from mathematics (especially analysis).
Limit, the final frontier.... (more) |
|
|
Not a Chance (2009) |
|
| Peter Haff |
|
A student harangues his physics professor about the possibility that all mathematical proofs are incorrect. His argument is based on the supposed uncertainty about the validity of proofs of the Four Color... (more) |
|
|
Null-P (1951) |
|
| William Tenn |
|
The story extrapolates to great lengths (including a complete overthrow of humanity by smartly evolved canines) a simple principle: what might happen if we found a perfectly average man who had quantitative... (more) |
|
|
Nullstellen (1999) |
|
| Dietmar Dath |
|
Two scientists develop a mathematical method of literary analysis based on the use of an "author function". The zeroes of this function (called Nullstellen in German, as in Hilbert's famous (more) |
|
|
Number Stories of Long Ago (1919) |
|
| David Eugene Smith |
|
A really beautiful, well-crafted book which presents a very wide variety of aspects of the history of number theory through fictional stories from Mesopotamia, Rome, Egypt, China, and many other places,... (more) |
|
|
|
|
Numbers Don't Lie (2005) |
|
| Terry Bisson |
|
This novel is actually just a compilation of three Wilson Wu short stories ("The Hole in the Hole", "The Edge of the Universe" and "Get Me to the Church on Time") which were previously published in Asimov's... (more) |
|
|
Numbers in the Dark (La notte dei numeri) (1990) |
|
| Italo Calvino |
|
A boy looking around the huge office building where his mother works meets an old accountant who now works with computers but reveals to him an undiscovered arithmetic error made back in one of the company's... (more) |
|
|
Nuremberg Joys (2000) |
|
| Charles Sheffield |
|
A mathematician is on trial for war crimes, regarding
his role in developing an absolutely horrendous killing
weapon based on sophisticated new physics. Guilt or
... (more) |
|
|
The Object (2005) |
|
| Alex Kasman |
|
This is a mathematical horror story, written by someone who doesn't like horror stories. Since I'm the author, I can honestly (and humbly) admit that the result is kind of weird.
The plot concerns... (more) |
|
|
Of Mystery There Is No End (2002) |
|
| Leonard Michaels |
|
Leonard Michaels' recurring character of UCLA mathematician Nachman faces questions of infidelity when he learns of the extra-marital affairs of his friend Norbert and Norbert's wife.
It is somewhat... (more) |
|
|
An Old Arithmetician (1885) |
|
| Mary Eleanor Wilkins Freeman |
|
The title character of this short story, which appeared in the September 1885 issue of Harper's Weekly, is an old, uneducated woman who loves computing (with chalk and slate):
You have always been very... (more) |
|
|
Old Faithful (1934) |
|
| Raymond Z. Gallun |
|
An extended discussion of the use of arithmetic in setting up a two-way communication code comprises the mathematical content of this forgotten classic SF short story.
Gallun (rhymes with balloon)... (more) |
|
|
Old Fillikin (1982) |
|
| Joan Aiken |
|
A farm boy who hates his math class seemingly calls upon his grandmother's "familiar" to get revenge on his teacher.
This reads like an old fashioned ghost story, but it is the kind where you can imagine... (more) |
|
|
The Old Mathematician (from Maschalk Manor) (1848) |
|
| Anonymous |
|
A very charming, humorous description of the final days of an old man who retires to a small Dutch hamlet where no one knows him. While any arrival of a stranger in a tiny community is always a cause... (more) |
|
|
The Old Mathematician (1848) |
|
| Dinah Maria Muloch |
|
A very touching story full of pathos, quite reflective of the Victorian era ethos in the mid-nineteenth century. The writing is high-grade, though math content itself is non-existent, since the story... (more) |
|
|
On Another Plane (2020) |
|
| Colin Adams |
|
A woman with flowing white hair and flowing white robes sits next to a mathematician on a plane and very casually helps him to prove the Riemann Hypothesis.
‘‘I'm not much for knowing what's... (more) |
|
|
On the Average (1953) |
|
| Frank Bryning |
|
Tagline: Critics of Dr. Rhine’s famed ESP experiments have eyed the Law of Averages with skepticism. In space those critics may triumph.
A story which highlights the fact that while statistics have... (more) |
|
|
On the Nature of Human Romantic Interaction (2003) |
|
| Karl Iagnemma |
|
The title of the story was the title of a chapter in the Ph.D. thesis that Joseph, the main character, was working on...but never finished. Instead, he wound up living with his advisor's daughter, working... (more) |
|
|
On the Occasion Of Your Graduation (2011) |
|
| Robert Dawson |
|
A thesis advisor entrusts his Ph.D. student with the responsibility of determining what to do with his discovery that mathematics contains inconsistencies.
This is one of several works of fiction that... (more) |
|
|
|
|
One (1995) |
|
| George Alec Effinger |
|
Two interstellar searchers for alien life, after endless failures, must
confront what went wrong in their understanding of Drake's equation, the
famed formula that allegedly estimates the odds of interstellar... (more) |
|
|
The One Best Bet [Flashlight] (1911) |
|
| Samuel Hopkins Adams |
|
“Average Jones” is a collection of eleven tales of detection, solved by a very smart, young man, Mr. Jones. His catchy alias came about because “his parents had foredoomed him to it when they furnished... (more) |
|
|
One Under the Eight (1994) |
|
| Catherine Aird |
|
A creative but simple mathematical code is utilized by a criminal to secretly pass a number (one that will disable a security system) to an accomplice during a wine tasting event in this short detective... (more) |
|
|
Operation Chaos / Operation Changeling (1969) |
|
| Poul Anderson |
|
Part of a series of stories about detectives who use magic and religion published in Fantasy and Science Fiction magazine in the 1960s, Operation Changeling (later published in novelized form in Operation... (more) |
|
|
Oracle (2000) |
|
| Greg Egan |
|
The protagonist, Robert Stoney is a british mathematician who worked on German codes during WW II, was greatly affected by the death of a close friend, and was later persecuted for his homosexuality. ... (more) |
|
|
The Ore Miner's Wife (2003) |
|
| Karl Iagnemma |
|
A miner who spends his spare time secretly working on geometry problems arouses the suspicions of his God fearing wife when she comes upon his cryptic writings and follows him to a meeting with a visiting... (more) |
|
|
Our Feynman Who Art in Heaven... (2007) |
|
| Paul Di Filippo |
|
A religious cult based on the Standard Model (of high energy physics)
has its headquarters in a tesseract.
This story, which is certainly more physical than mathematical, appears in the "Plumage from Pegasus" column in the February 2007 issue of Fantasy and Science Fiction and is available for free at their website.
(more) |
|
|
Our Lady, Queen of Undecidable Propositions (2016) |
|
| Hugh C Culik |
|
A story that uses math as both a language and a metaphor for a poetic discussion of the human condition involving a Catholic priest.
Published in the Journal of Humanistic Mathematics, Volume 6 Issue 2 (July 2016), pages 230-240.
The math in this story is questionable, at best.
(more) |
|
|
Ouroboros (1997) |
|
| Geoffrey A. Landis |
|
The question of whether what we call "reality" could be nothing other than a simulation run on a computer gets a mathematically sophisticated treatment in this story. In addition to a vague reference... (more) |
|
|
The Pacific Mystery (2006) |
|
| Stephen Baxter |
|
This starts as an alternate history short story, in which Lord Halifax became Prime Minister of England in 1940 and reaches an accommodation with Germany; Germany holds sway over Europe and Russia, Japan... (more) |
|
|
The Pacifist (1966) |
|
| Arthur C. Clarke |
|
Clarke, one of the all-time biggest names in serious science
fiction, took time to write a series of humorous science
fiction tall tales. The stories are narrated by one Harry
... (more) |
|
|
Paint ‘Em Green (1967) |
|
| Burt Filer |
|
In some far future, after “the Asians had obliterated themselves with a dazzling atomic mistake”, former allies, Ambrija and Russia, found themselves as cold-war opponents once again, in a race for... (more) |
|
|
Palimpsest (2007) |
|
| Howard V. Hendrix |
|
A very short story with strong shades of Clarke's "Nine billion Names of God" and "Genesis", coupled with the general idea that our reality is a Turing machine in danger of being subverted by the Great... (more) |
|
|
The Papers of A.J. Wentworth, B.A. (1949) |
|
| Humphry Francis Ellis |
|
This is a humorous book about A J Wentworth, school master at a British school, who teaches Algebra to 11-13 year old children. The entire novel has a touch of Wodehouse to it as it follows the bumbling... (more) |
|
|
Papos (2007) |
|
| Alex Rose |
|
A short piece which mixes up historical facts/pseudo-facts from Greek history with rich imagination to discuss the discovery of irrational numbers (Pythagoras, Hippasus), the vanishing point in perspective... (more) |
|
|
Path Correction (2021) |
|
| Sylvia Wenmackers |
|
This short story, published in the journal Nature, imagines a future in which people can have the Lyapunov exponent of their own lives evaluated for a fee. Theoretically, this would give them an idea... (more) |
|
|
Paul Bunyan versus the Conveyor Belt (1949) |
|
| William Hazlett Upson |
|
A clever "twist" on the usual Mobius band story.
Answers the age old question: How can you win lots of money betting
against poor saps who don't understand topology?
I use this story with children... (more) |
|
|
The Penultimate Conjecture (1999) |
|
| Leonard Michaels |
|
This is the most mathematical of Leonard Michaels' seven stories about the brilliant but anti-social UCLA mathematician, Nachman. In it, Nachman attends a conference in San Francisco at which a Swedish... (more) |
|
|
Percentage Player (1958) |
|
| Leslie Charteris |
|
A really hilarious and confusing tale which has to be read very slowly to get the full gist, as it happens in almost every single probability problem one tries to solve. How many times have you been... (more) |
|
|
Perelman's Song (2008) |
|
| Tina Chang |
|
This story by Tina Chang appears in the February 2008 issue of Math Horizons magazine (see also JSTOR). It uses a conversation between gods manipulating universes in their hands to poetically inform... (more) |
|
|
|
|
The Pexagon (2018) |
|
| D.J. Rozell |
|
A short story about math and physics grad students who, while drinking together at a bar, stumble upon the ability to draw a superposition of different polygons:
Eric looked both scared and excited.... (more) |
|
|
The Phantom of Kansas (1976) |
|
| John Varley |
|
A sublunar meteorological artist wakens from her memory
recording to learn that a serial killer has been murdering
her repeatedly, and is presumably still... (more) |
|
|
Pi in the Sky (1983) |
|
| Rudy Rucker |
|
The story is about a family which finds an alien artifact on a beach while on vacation: a smooth cone with patterns of stripes on its surface and which produces sound in the same pattern. It turns out... (more) |
|
|
The Pi Man (1959) |
|
| Alfred Bester |
|
I found this work in an anthology of Alfred Bester short stories "The Dark Side of the Earth". It is an ironic story of a man that calls himself the Pi Man (irrational) that tries to set a pattern... (more) |
|
|
Pieces of Pi (2006) |
|
| David Bartell |
|
A socially inept cubicle worker becomes obsessed with making sense of the controversial Biblical passage (I Kings 7:23-26) which many interpret as claiming that the value of π is exactly three (therefore... (more) |
|
|
The Pikestaffe Case (1924) |
|
| Algernon Blackwood |
|
This quite unsatisfying yarn hangs its hat on the old idea of finding a way into a mirror to discover a new reality. The author waves his hands quite a bit to build an aura of mystery (by appealing... (more) |
|
|
The Planck Dive (1998) |
|
| Greg Egan |
|
This short story describes a bizarre experiment in which researchers are cloned (quantum cloning, not the genetic kind; these researchers aren't "fleshers") and sent into a black hole. Their goal is to... (more) |
|
|
Planck Time (2004) |
|
| Michael Iwoleit |
|
The setting is 2036 to 2038. A 140-km long linear collider ("Super Large Hadron Collider") has been installed at one of the L5 points in earth orbit. Some unknown technology must have been discovered... (more) |
|
|
Planck Zero (1992) |
|
| Stephen Baxter |
|
Baxter's hard-SF ideas are often quite stunning in their scope and creativity. "Planck Zero" is no exception to this. An advanced species of aliens - the Ghosts - have started conducting experiments... (more) |
|
|
Plane and Fancy (1944) |
|
| P. Schuyler Miller |
|
A wonderfully written yarn about a boy who envisions a non-Euclidean geometry, and conjures it up in reality to a very surprising effect... Along the way, there are strong shades of a Ramanujan-Hardy... (more) |
|
|
Plane People (1933) |
|
| Wallace West |
|
A space-operatic story which implements Edwin Abbott's world of Flatland. A perfectly flat comet strikes earth at a glancing angle and sheers off a very small part, including a few people, who discover... (more) |
|
|
The Plattner Story (1896) |
|
| Herbert George Wells |
|
Gottfrieb Plattner disappears after an explosion for nine days.
Upon return, he recounts a strange tale of a parallel world.
More mathematically interesting, he discovers that he is now
left-handed,... (more) |
|
|
Pop Quiz (2005) |
|
| Alex Kasman |
|
An algebraic geometer is called in when messages from an alien spacecraft appear to be asking questions about projective varieties. Though it may at first appear to be another "mathematics as a common... (more) |
|
|
Porter Piper (1849) |
|
| Anonymous |
|
A very light, very badly stereotyped, two-dimensional story about one Porter Piper. He was a born genius, one destined to be a top-class mathematician. So much so that when he was delivered by his mother,... (more) |
|
|
Post-Bombum [aka Post-Boomboom] (1967) |
|
| Alberto Vanasco |
|
Argentinian author and math professor Alberto Vanasco wrote this short story about post-apocalyptic survivors trying to record keys to civilization, and failing miserably. (Thanks to Vijay Fafat for bringing... (more) |
|
|
The Power of Words (1845) |
|
| Edgar Allan Poe |
|
A very short work (two-pages long!) in
which two angels discuss the divine implications of our ability to
mathematically determine the future consequences of an action, especially
wave propagation.... (more) |
|
|
Practical Joke (2016) |
|
| Adam Ehrlich Sachs |
|
A very short story in which a knot theorist playing a practical joke on his overly serious son lies (in both senses of the word) on his deathbed and tells him "The solution to the Kaiserling Conjecture... (more) |
|
|
The Pre-Persons (1974) |
|
| Philip K. Dick |
|
His nastiest story, a deeply felt response to Roe vs Wade. Dick imagines a future where Congress has decided that abortion
is legal until the soul enters the body, which is specified as
... (more) |
|
|
Presque Vue (2021) |
|
| Tochi Onyebuchi |
|
A character deals with the voice in her head (which seems to like to do math), her aging parents, and her daughter.
I am grateful to Aidan Tompkins for bringing this short story to my attention, but... (more) |
|
|
PreVision (1936) |
|
| John Pierce |
|
The story hangs its hat on a clever observation made long ago by many physicists, including Einstein, about the nature of solutions of Maxwell's equations. Since the equations are time-symmetric, they... (more) |
|
|
Prime (2013) |
|
| Steve Erickson |
|
Because he is jealous of the relative success of colleagues he considers his intellectual inferiors, a mathematician kidnaps a celebrity to learn the numerical secret of fame.
The kidnapper in this... (more) |
|
|
Private i (2022) |
|
| S. R. Algernon |
|
This very short story takes the form of a monologue from the operator of a hyper-dimensional private detective service which utilizes complex numbers. The fact that it is delivered "as a one-sided conversation"... (more) |
|
|
Probabilitea (2019) |
|
| John Chu |
|
When it said at the beginning of this story that "Katie’s father...is a physical manifestation of Order and Chaos," I presumed at first it meant that metaphorically. In fact, it means that Katie's... (more) |
|
|
Probability Murder (2006) |
|
| Michael Flynn |
|
This amusing, if a bit farcical, little tale unfolds in a bar on a very rainy night, where Sam Hourani, a homicide detective, recounts to the storyteller how he thinks that a recent “accident”... (more) |
|
|
Probability Pipeline (1988) |
|
| Rudy Rucker / Marc Laidlaw |
|
A typical Rudy Rucker short story full of techno-jargon and hippie language.
Delbert and Zep are two brothers looking for good surfing opportunities. One day, Delbert hypnotizes Zep and plants an... (more) |
|
|
Probability Storm (1977) |
|
| Julian Reid |
|
Julian Reid takes the concept of statistical anomalies to a fantastic extreme in a slapstick fantasy comedy written in a very witty and conversational style, replete with puns and smart-cracks. A tavern... (more) |
|
|
Problem Child (1964) |
|
| Arthur Porges |
|
By working ceaselessly on proving a new theorem, a successful math professor tries to avoid thinking about the fact that he has lost his wife who died in childbirth and about Paul, their "vegetable" of... (more) |
|
|
Problem in Geometry (1954) |
|
| T.P. Caravan |
|
As the title suggests, this story by Charles Carroll Muñoz (writing under his usual pseudonym) uses a contrived science fiction scenario to set up an interesting problem in differential geometry whose... (more) |
|
|
The Problem of Cell 13 (1907) |
|
| Jacques Futrelle |
|
"The story which introduces Professor S. F. X. van Dusen,
professional scientific supergenius, who lends his talents
to solving baffling mysteries. He is described as primarily
... (more) |
|
|
Problems (1979) |
|
| John Updike |
|
What might otherwise be a standard short story about a man who regrets leaving his wife for his lover is recast by this famous author as a list of math homework problems. In one problem, where the man... (more) |
|
|
Problems for Self-Study (2002) |
|
| Charles Yu |
|
The life of a mathematical physicist -- from earning his PhD, through marriage, fatherhood and into a midlife crisis -- presented in the form of homework exercises from a math book.
We first meet... (more) |
|
|
Professor and Colonel (1987) |
|
| Ruth Berman |
|
In this unusual story, we get to see another side to Sherlock Holmes' arch enemy, the brilliant but evil mathematician Professor Moriarty. Here, rather than perpetrating a crime, Moriarty is merely visiting with his brother, discussing the significance of his research into asteroid dynamics. (See also Asimov's take on this same subject.) (more) |
|
|
Professor Morgan's Moon (1899) |
|
| Stanley Waterloo |
|
A young mathematician asks for the hand of a senior mathematician's beautiful (and clever) daughter, but is refused on the grounds that his inability to support her financially was a mathematical certainty.... (more) |
|
|
The Professor's Experiments - The Dimension of Time (1910) |
|
| Paul Bold |
|
There were 6 mad-cap sci-fi stories written by the author about one Prof. Mudgewood in the collection, “The Professor’s Experiments”. The sixth and last one appeared in the Idler Magazine in 1910.... (more) |
|
|
Progress (2005) |
|
| Alex Kasman |
|
The mathematics of ancient Egypt can look very strange to us today. For example, although they did not have many fractions, they did know about the number 2/3. Strangely, however, it took a page of computation... (more) |
|
|
Project Flatty (1956) |
|
| Irving Cox Jr. |
|
A very, very nice tale of a double-fake, of phantasmical scenes and nightmares which lead one Rex Bannard to question what is real, what is contrived imagination, and whether we are creatures shackled... (more) |
|
|
Proof by Induction (2021) |
|
| José Pablo Iriarte |
|
Paul Gifford is a waiting-for-tenure professor of mathematics at a university. His father, a professor-emiritus of mathematics at the same university has just passed away. This death has come at a very... (more) |
|
|
A Proof of God (2004) |
|
| Colin Adams |
|
A mathematician is approached by a seemingly crazy old man who claims to have a proof of the existence of God, but later it seems that he might not be so crazy after all in this hilarious spoof from Adams'... (more) |
|
|
|
|
Pröfung läuft: Eine Erzählung in n Testabschnitten (2018) |
|
| Dietmar Dath |
|
This short story which appeared in the January 2018 issue of the German magazine Konkret is more about politics/economics than math, but it features frequent high level discussions of mathematical logic... (more) |
|
|
Pure Math (1992) |
|
| John Timson |
|
A mildly funny and fairly predictable time travel story involving a stand-alone time loop created by information sent back in time. Jacob Appel is a “Nobel Laureate and the man acknowledged by nearly... (more) |
|
|
The Purloined Letter (1844) |
|
| Edgar Allan Poe |
|
"This is the third and last C. Auguste Dupin mystery. The
Prefect of Paris police explains a very delicate situation
to Dupin, involving a royal letter whose possession grants
its bearer great... (more) |
|
|
The Push of a Finger (1942) |
|
| Alfred Bester |
|
Story set in 2909. A Prognostication Machine which can look into the future beyond 50 years (but no earlier) predicts the destruction of the entire universe in about 1000 years. Evidently, a new movement... (more) |
|
|
Puzzles from Other Worlds (1984) |
|
| Martin Gardner |
|
This is the second collection of science fiction puzzles which Martin Gardner wrote for the Issac Asimov Science Fiction Magazine. The preface describes the book well (as well as the process of mathematical... (more) |
|
|
The Puzzling Adventures of Dr. Ecco (1988) |
|
| Dennis Shasha |
|
The first in a sequence of delightful books. This one offers 38 puzzles packaged very well as a collection of stories solved by Dr. Ecco. To introduce him:
“Dr. Jacob Ecco is a mathematical... (more) |
|
|
The Pythagoras Problem (2019) |
|
| Trevor Baxendale |
|
A short story involving the 13th Doctor, a female, and (a drunken) Pythagoras, with his daughter, Myia. The piece deftly uses the idea that certain types of geometric patterns act as magical talismans... (more) |
|
|
Pythagoras's Darkest Hour (2007) |
|
| Colin Adams |
|
A humorous short story from the author of Mathematically Bent which tells the true story of the discovery of the Pythagorean Theorem. Well, actually, perhaps it isn't exactly true...but it is so good,... (more) |
|
|
Q.E.D. (1984) |
|
| Bruce Stanley Burdick |
|
The "Q.E.D." from the title of this short story published in Analog
(volume 104 #12, December 1984, pp. 96-112) is the latin expression "quod
erat demonstratum" that is meant to conclude a proof and... (more) |
|
|
Q.E.D. (1977) |
|
| Jack Eric Morpurgo |
|
A short, heart-breaking tale which captures the heartache which, not so uncommonly, befalls a researcher who makes a monumental discovery, only to find that independently and unbeknownst to her, someone... (more) |
|
|
Quanto scommettiamo ("How much do you want to bet?") (1965) |
|
| Italo Calvino |
|
The story is about two beings, living since the beginning of the universe (one of them, the protagonist of the book, is "old Qfwfq" - it's not a misprint -, a mysterious being that claims to have witnessed... (more) |
|
|
Quarantine (1977) |
|
| Arthur C. Clarke |
|
For safety's sake, all organic life on the planet Earth has been
wiped out by automatic defenses. The investigator looking into
this regrettable turn of affairs in an otherwise promising species
discovers... (more) |
|
|
The Rapture of the Nerds (2004) |
|
| Cory Doctorow / Charles Stross |
|
This story is set in Stross's "Accelerando" series,
due for publication in novel form in 2005, offering
a worm's eye view of the "Vinge singularity", the
supposed moment in the coming decades... (more) |
|
|
Reading by Numbers (2009) |
|
| Aidan Doyle |
|
Elementary number theory and some superstitious numerology underlie this story, which appeared in the November 11, 2009 issue of the online Fantasy Magazine (though I would never describe this story as... (more) |
|
|
Reality Conditions (2005) |
|
| Alex Kasman |
|
The title story in the collection of the same name, this short story follows a mathematics grad student to a workshop at the Mathematical Sciences Research Institute. Although the story contains no supernatural... (more) |
|
|
Reality Conditions: short mathematical fiction (2005) |
|
| Alex Kasman |
|
The stories in this collection of 16 original short works of mathematical fiction are different from each other in many ways: some are serious and some funny, some are realistic and some fantastical,... (more) |
|
|
The Remarkable Case of Davidson's Eyes (1895) |
|
| Herbert George Wells |
|
Rather than seeing what is actually around him in England, Davidson sees
events occurring on a rock off of the Antipodes Island. The explanation
offered includes the notion of non-flat geometries for... (more) |
|
|
Report from the Ambassador to Cida-2 (2008) |
|
| Clifton Cunningham |
|
The human selected to communicate with the aquatic aliens of Cida-2 is surprised to learn that their number system differs from our own. In particular, although our communication with the extra-terrestrials... (more) |
|
|
The Riddle of the Universe & Its Solution (1978) |
|
| Christopher Cherniak |
|
The literature is quite rich in the exploration of harmful memes which can take over the mind through the body’s sensory apparatus, effectively seizing up the brain into a coma or an endless loop.... (more) |
|
|
Riding the Crocodile (2005) |
|
| Greg Egan |
|
A couple from the race of “Amalgam” wanted to carry out one project before choosing to die after a life spanning tens of thousands of years: Establishing contact with the elusive race called... (more) |
|
|
Ripples in the Dirac Sea (1988) |
|
| Geoffrey A. Landis |
|
A time machine story based on a combination of Hilbert's Hotel analogy and the "Fermi Sea". We read of the travels of the main character to the ancient past, to the San Francisco earthquake and to the... (more) |
|
|
Risqueman (2009) |
|
| Mike Wood |
|
A brilliant (and beautiful) French mathematician is distressed by governmental misuse of her algorithm which accurately predicts accidents and disasters that previously were only determined probabilistically.... (more) |
|
|
A Rite of Spring (1977) |
|
| Fritz Leiber |
|
Leiber has stretched out a very flimsy story line into a 50-page trivia-fest on the number seven. A genius of a mathematician yearns for his childhood ability to visualize and play with mathematics as... (more) |
|
|
Rithmatic (2015) |
|
| B.J. Novak |
|
A school principal secretly proposes to his students that they all just agree not to bother with math in school:
“Now do I wish you all knew math? Were great at math? Were f---ing mathematicians?... (more) |
|
|
Robbins v. New York (2008) |
|
| Colin Adams |
|
The author of the Mathematical Intelligencer's "Mathematically Bent" column has a talent for making me laugh, and this piece which has the US Supreme Court justices debating higher math and modern physics... (more) |
|
|
The Robot's Math Lessons (2019) |
|
| Yoon Ha Lee |
|
In this very short story, intentionally incorrect mathematical formulas result in an unusual friendship between a servitor and a human child.
The story was posted as free "flash fiction" on the author's website and was published by Simon and Schuster in 2019 in an anthology of stories that take place in the same universe as Ninefox Gambit.
(more) |
|
|
The Root and the Ring (1954) |
|
| Wyman Guin |
|
This is a very smartly written story full of humor, weaving fantasy with a reasonable amount of mathematics to make one smile.
A throughly married man with 2 kids and one who is not very good with... (more) |
|
|
The Rose Acacia (1995) |
|
| Ralph P. Boas, Jr. |
|
"A computer makes a deal with the devil, with the
usual escape clause: if it can ask a question the devil cannot answer, the
computer gets the information for free. As the devil puts it, no logical
paradoxes,... (more) |
|
|
The Rubbish Researchers Puzzle (2018) |
|
| Michael W. Lucht |
|
Thanks to Dr. Allan Goldberg for bringing to my attention this humorous short story about a math professor hiding in a New Zealand pub from an angry looking mob of blue-eyed Pacific Islanders.
It concerns... (more) |
|
|
Rumpled Stiltskin (2004) |
|
| Colin Adams |
|
Do you remember the old Fractured Fairy Tales segment on Rocky and Bullwinkle in which classic stories were updated with a twist? This is just like those. The old Grimm's Brother tale is retold, but... (more) |
|
|
San (2000) |
|
| Lan Samantha Chang |
|
A short story in the collection "Hunger" about a girl who becomes interested in mathematics (especially probability) when her gambler father deserts his family. She does not succeed as a college student and learns in the end that in both math and life, it is the mysteries (and not their solutions) which are of real interest.
(more) |
|
|
Sanatoris Short-Cut (1948) |
|
| Jack Vance |
|
A well-written story about a happy-go-lucky character called “Magnus Ridolph”. Magnus was one of those guys who are meticulous in their analyses in one sphere of life while being surprisingly unplanned... (more) |
|
|
Satisfactory Proof (2005) |
|
| Cynthia Morrison Phoel |
|
A Master's degree student pouts and complains about the people around him as he earns his Master's degree in mathematics at a Bulgarian university.
Although the titular phrase "satisfactory proof" appears... (more) |
|
|
Say Wen (1930) |
|
| Ellis Parker Butler |
|
If you have a story’s tagline as...
“I assure you that I am not an unduly formal woman, but I consider it decidedly undignified for a dean of a co-educational college to hold a Professor of Higher... (more) |
|
|
Scandal in the Fourth Dimension (1934) |
|
| Amelia Reynolds Long (as "A.R. Long") |
|
This is yet another pulp "sci-fi" story about a math professor who discovers the fourth dimension, and it barely mentions any math. However, there are two things I find interesting about it.
One is... (more) |
|
|
Schaurige Mathematik (2007) |
|
| Alexander Mehlmann |
|
Professor Moriarty, the evil mathematician best known as the arch enemy of Sherlock Holmes, is both the hero and the narrator of this short story. He joins forces with Dracula and uses math to fight Jack... (more) |
|
|
Schwarzschild Radius (1987) |
|
| Connie Willis |
|
Connie Willis' short-story ``Schwarzschild Radius'' is based on events
in the life of Karl Schwarzschild, who gave the first exact solutions
to the equations of general relativity. The
historical aspects... (more) |
|
|
Science Fiction Puzzle Tales (1981) |
|
| Martin Gardner |
|
This is the first collection of science fiction puzzles which Martin Gardner wrote for the Issac Asimov Science Fiction Magazine. A number of these puzzles are mathematical, all very enjoyable. The preface:
When... (more) |
|
|
The Second Moon (1939) |
|
| Russell R. Winterbotham |
|
This is one wreckage of a story; bad pulp fiction written way back when. It does have one or two decent points for an alert reader, like the observation that the presence of complex numbers in physical... (more) |
|
|
The Secret Integration (1964) |
|
| Thomas Pynchon |
|
The title is a pun relating the operation from calculus (the definite
integral of a function) to the controversial attempt to solve many of the
problems of race relations in America (the integration... (more) |
|
|
The Secret Number (2000) |
|
| Igor Teper |
|
In this very cute story, a mathematician who believes that there is an integer between 3 and 4 tries to convince his psychiatrist that he is not crazy. The idea is not very deep, but it is well handled... (more) |
|
|
Security (1953) |
|
| Poul Anderson |
|
A top secret project uses some mathematical physics to create a new material. As the title makes clear, the secrecy (and what the head of the project is willing to do to achieve it) is really the point... (more) |
|
|
A Sensitive Dependence on Initial Conditions (1991) |
|
| Kim Stanley Robinson |
|
This work of speculative fiction is not a traditional work of fiction with a plot and characters, but reads more like an essay about the chaotic nature of reality which includes some alternative histories... (more) |
|
|
The Seventh Stair (1961) |
|
| Frank Brandon |
|
Let this be a cautionary tale for all those who have not focused on polishing their mathematics skills. Someday, you may not be able to save a friend for lack of a suitable algebraic equation… As... (more) |
|
|
The Shadow of the God (1900) |
|
| Charles Newman Hall |
|
A cute, poetically-written story set in the Yucatan, where Ethel, her cousin, Tom, and Tom’s college friend, Whitman, went looking at the ruins of an ancient Aztec “Temple of Huitzilopochtli”.
Whitman... (more) |
|
|
Shaffery Among the Immortals (1972) |
|
| Frederik Pohl |
|
A funny yarn about one Jeremy Shaffery, an astronomer who idolizes Einstein and his methods and who wants to achieve immortal fame by doing something just as famous. The problem is that he is not built... (more) |
|
|
Shakespeare Predicted it All (2003) |
|
| Dietmar Dath |
|
An artistically composed piece about Georg Cantor, inventor of the theory of transfinite cardinals, in the form of a dialogue between the characters "1" and "2", both of whom are either Cantor or Hamlet.... (more) |
|
|
The Shape of Things (1948) |
|
| Ray Bradbury |
|
Neither Peter Horn nor his wife ever expected that their child would be a small blue pyramid of another dimension!
The story is a very poignant vignette of a pregnant woman, Polly, who, through... (more) |
|
|
Shell (1987) |
|
| Stephen Baxter |
|
Humanity, trapped and quarantined by the Xeelee in hyperspace (see "Stephen Baxter - The Eighth Room"), live on a spherical world apparently surrounded by a huge shell. The Shell harbors life and a group... (more) |
|
|
Sidewise in Time (1934) |
|
| Murray Leinster |
|
"The protagonist is a frustrated mathematician, whose genius
(which Leinster makes some attempt to convey) is not recognized
by his teachers and peers. So when reality goes... (more) |
|
|
The Sigma Structure Symphony (2012) |
|
| Gregory Benford |
|
This story about humans in the distant future communicating with alien intelligences contains a lot of familiar ideas and some interesting new ones.
Ruth Angle is an employee at the SETI library on... (more) |
|
|
Silas P. Cornu's Dry Calculator (1898) |
|
| Henry Hering |
|
A very hilarious short story about a man who wants to build a mechanical calculator to evaluate logarithms but has success building a machine that can do only addition and multiplication. On the other... (more) |
|
|
Silence Please (1954) |
|
| Arthur C. Clarke |
|
In this
"White Hart" story, Purvis tells about an experimental
physicist who invents a highly successful antinoise generator.
The Fourier analysis underpinning of antinoise is explicitly
... (more) |
|
|
Silent Cruise (2002) |
|
| Timothy Taylor |
|
In an open forum on mathematics at the BIRS Website, Canadian author Taylor does a great job of explaining why I am listing this short story here:
[In this story] I introduce [the characters]
Dett... (more) |
|
|
Silicon Muse (1984) |
|
| Hilbert Schenck |
|
Schenck's other Analog story would provide a geometric means of analyzing this one, but that is not why it is listed here. The story is about a computer that can write fiction about a computer that can... (more) |
|
|
The Simplest Equation (2014) |
|
| Nicky Drayden |
|
Mariah is a Stanford University math major who has lost her interest in the subject of mathematics. She is initially annoyed when Kwalla takes the seat next to hers in class. Kwalla is an alien with... (more) |
|
|
Sine of the Magus [aka The Magicians] (1954) |
|
| James Gunn |
|
A private detective is hired to track a magician who turns out not to be an expert at "tricks", but a real and powerful wizard. This is one of those works (see the "similars" list below) in which magic... (more) |
|
|
Singleton (2002) |
|
| Greg Egan |
|
This story involves a physicist and a mathematician who have a child -- well, sort of -- that they have specially designed to remain in a "classical" state (as opposed to a quantum superposition of states)... (more) |
|
|
The Sinister Researches of C.P. Ransom (1951) |
|
| Homer C. Nearing Jr. |
|
"[D]escribed on the cover as a science fiction novel, which is two
mistakes in three words...it is [mathematical fiction], and it is a
collection of short stories that originally appeared in The Magazine
of... (more) |
|
|
The Sirdar's Chess-Board (1885) |
|
| Elizabeth Wormeley Latimer |
|
A military bride travelling in Afghanistan is surprised when a mystic is able to cut up a chess board ("with three snips of my scissors") and put it back together so that the number of squares has increased... (more) |
|
|
|
|
Sixty Million Trillion Combinations (1980) |
|
| Isaac Asimov |
|
Tom Trumbull, one of Asimov's regular "Black Widower" mystery
characters, wants to convince an eccentric mathematician (working on
Goldbach's conjecture) that his secret password is not safe.
Combinatorics... (more) |
|
|
A Slight Miscalculation (1971) |
|
| Ben Bova |
|
This is a story of a mathematician who found a way to predict
earthquakes. He finds out that there will be a major earthquake
in California (where he lives). After checking this prediction
using CalTech's... (more) |
|
|
Snow (1998) |
|
| Geoffrey A. Landis |
|
An apparently schizophrenic, homeless woman sells her body to get herself and her infant off the street on a cold night. Only at the end of this extremely short story do we realize that the imaginary... (more) |
|
|
The Snowball Effect (1952) |
|
| Katherine Maclean |
|
A comedic look at how experiments, particularly those in which the researcher has little control over the variables, can get out of hand like an uncontrolled chain-reaction with hilarious effects.
Prof.... (more) |
|
|
Solid Geometry (1976) |
|
| Ian McEwan |
|
This short story from McEwan's award winning first collection is about a man who becomes learns some topology from his grandfather's journals...but not your average topology. The Victorian journals include... (more) |
|
|
Somnium (1634) |
|
| Johannes Kepler |
|
"Published posthumously, it is a short story about a dream
of life on the moon. There is no mathematical content in
the actual story, but Kepler included voluminous notes, plus
... (more) |
|
|
The Song of the Geometry Instructor (1985) |
|
| Ralph M. Berry |
|
While snowed in at his home, a geometer writes to his former lover about his students, his discoveries and how much he misses her.
This is one of those literary art pieces by an author for whom mathematics... (more) |
|
|
Space (1911) |
|
| John Buchan |
|
This mystical story, as recounted by a lawyer, is about a brilliant mathematician ("an erratic genius who had written some articles in Mind on that dreary subject, the mathematical conception of infinity",... (more) |
|
|
Space Bender (1928) |
|
| Edward Rementer |
|
This is another story which uses the convenient device of the fourth dimension for rapid spatial transport. This time, Prof. Jason Livermore is the one who disappears entirely from the face of the earth... (more) |
|
|
The Spacetime Pool (2008) |
|
| Catherine Asaro |
|
Janelle, recently graduated from MIT with a degree in math, is pulled through the "branch cut" between two universes to an alternate Earth where two sword wielding brothers rule half the world. There,... (more) |
|
|
Special Meal (2021) |
|
| Josh Malerman |
|
This story about a young girl enjoying her favorite meal with her family takes place in a dystopian society where knowledge of math is illegal. In fact, her brother recently reported a friend of his to... (more) |
|
|
The Square Cube Law (1952) |
|
| Fletcher Pratt |
|
JBS Haldane once wrote a wonderful article, “On Being the Right Size”, which can be found in James Newman’s “The World of Mathematics, Vol 2”. It encapsulates beautifully the idea that biologically,... (more) |
|
|
The Square Root of Pythagoras (1999) |
|
| Paul Di Filippo/Rudy Rucker |
|
Pythagoras has been granted the magical power of five numbers.
Along the way he discusses his theorem, the five Platonic solids,
and his general philosophy about numbers and the universe. But
he... (more) |
|
|
The Star (1897) |
|
| Herbert George Wells |
|
Although some of the science is a bit off -- for example, the idea that the
rotation of planets has something to do with their ability to orbit the sun
or that the "star" formed by the collision of Neptune... (more) |
|
|
The Star Dummy (1952) |
|
| Anthony Boucher |
|
I learned duodecimal (and the whole
concept of number bases) from "The Star Dummy," by Boucher, in
Conklin's Omnibus of Science Fiction. The teddybear-shaped six-
fingered alien was trying to communicate with the koalas in the zoo
until an open-minded human showed up and the two traded written
numbers.
Originally published in Fantastic in 1952.
(more) |
|
|
Star, Bright (1952) |
|
| Mark Clifton |
|
How would you feel if your daughter could make deep mathematical
discoveries, even when she was a toddler? If you were the parent of
little Star in this story, you'd feel a combination of pride and... (more) |
|
|
Statistician's Day (1970) |
|
| James Blish |
|
An aging novelist and Nobel Prize winner gives what he knows is
his last interview. But rather than take questions, he has rather
pointed ones of his own, based on his twenty years of statistical
analyses... (more) |
|
|
The Statistomat Pitch (1958) |
|
| Chandler Davis |
|
This pulp science fiction story by "Chan Davis" features a discussion of the use of mathematics and a computer for the purposes of stock trading. As Vijay Fafat explains below in his post, while this... (more) |
|
|
Story of Your Life (1998) |
|
| Ted Chiang |
|
What sort of mathematics would Vonnegut's Tralfamadorean's like to do? Or,
alternatively, what sort of worldview would a sentient species have if their idea of simple mathematics was the calculus of... (more) |
|
|
The Story of Yung Chang (1900) |
|
| Ernest Bramah (Ernest Bramah Smith) |
|
Before the invention of multiplication tables, a Chinese idol merchant must
sell his wares individually, even if someone wishes to purchase a large
amount, since he has no way to determine how much money... (more) |
|
|
Strange Attractors (1993) |
|
| Rebecca Goldstein |
|
"Strange attractors: Collection of short stories, some of which have
mathematical content. Two stories (the geometry of soap bubbles and
impossible love and strange attractors) figure the same
main... (more) |
|
|
The Strange Case of Mr. Jean D. (1983) |
|
| Joao Filipe Queiro |
|
Published in the Mathematical Intelligencer magazine (Math.Intell. 5, 3 78-90 (1983)) this is the story of a mathematician who has a nightmare: Pi is rational! (Thanks to Nuno Crato for the suggestion.) (more) |
|
|
A Subway Named Moebius (1950) |
|
| A.J. Deutsch |
|
When the MBTA (Boston's Public Transportation authority) introduces a
new line, the topology of the network become so complex that a train
vanishes...lost in some fourth dimensional properties of the... (more) |
|
|
Summa Mathematica (2002) |
|
| Sean Doolittle |
|
Not really a mystery, but more of a "crime drama" in which a former math professor gets two offers he can't refuse: one from a crime boss who wants to hire him as his accountant and another from the police... (more) |
|
|
Summer Solstice (1985) |
|
| Charles Leonard Harness |
|
I did enjoy reading this short story (nominated for a Nebula award in 1985)
in which the famous Greek mathematician Eratosthenes determines the Earth's
circumference and meets a shipwrecked alien, but... (more) |
|
|
Sword Game (1968) |
|
| H.H. Hollis |
|
A topologist manages to create a time-smeared tesseract whose interior moves extremely slowly through time (from our perspecctive) while the exterior moves at the normal pace. He uses the tesseract to... (more) |
|
|
The Symbolic Logic of Murder (1960) |
|
| John Reese |
|
Through a combination of biblical mnemonics and Boolean algebra, our
heroes are able to solve a mysterious murder. Appears in Mathematical Magpie.
(more) |
|
|
Symposium (1974) |
|
| R.A. Lafferty |
|
This story consists of a philosophical discussion between characters with names like "Wye" and "Zed". A good bit of it is about mathematics and its foundations. For example:
"And, Zed," said O doubtfully,... (more) |
|
|
The Tachypomp (1873) |
|
| Edward Page Mitchell |
|
I can't believe this story is as old as it is! First published in
Scribner's Magazine in 1873, it is only dated by its sexism and its
contradition of Einstein. In order to win the hand of the beautiful
Abscissa... (more) |
|
|
The Tale of a Comet (1870) |
|
| Spencer Edward |
|
How many times have we wondered about the workings of dazzling, magical brains of the likes of Ramanujan? Of the potentially unearthly origins of brilliants intellects like Ed Witten? That perhaps one... (more) |
|
|
The Tale of the Big Computer (aka The End of Man?) (1966) |
|
| Hannes Alfven (writing as Olof Johannesson) |
|
"Alfven, the Swedish physicist and astrophysicist who was
awarded the Nobel prize for his development of plasma physics
and magnetohydrodynamics (but is perhaps better remembered
... (more) |
|
|
Tangents (1986) |
|
| Greg Bear |
|
There are far too many mathematical stories about finding a way to
travel into "other dimensions". Still, this one is one of my
favorites. Not only do we see a clever approach to this "old"
storyline,... (more) |
|
|
A Tangled Tale (1886) |
|
| Lewis Carroll |
|
A collection of ten mathematical puzzles in story form by the famous author/mathematician Charles Dodgson (aka Lewis Carroll).
"The reason I answered 3 for "Mathematical Content" is that all the math... (more) |
|
|
Technical Error (1946) |
|
| Arthur C. Clarke |
|
During the last phases of construction, a huge supercooled superconducting generator is accidentally given a surge of current. At that moment, an engineer is at the center of its field and is somehow... (more) |
|
|
Ten (1986) |
|
| Isaac Asimov |
|
We might argue that the particular words and symbols we use to express
mathematical concepts are not as important as the concepts themselves...and
mathematically that may well be the case. However,... (more) |
|
|
The Men who Murdered Mohammed (1958) |
|
| Alfred Bester |
|
A time-travel story in which Henry Hassel travels back in time to change the past (specifically, to kill his wife who has cheated on him), but finds that none of the usual time-travel tropes apply. In... (more) |
|
|
The Siege Of The "Lancashire Queen" (1906) |
|
| Jack London |
|
Describes how the capture of illegal shrimp-poachers becomes a problem of triangular geometry and relative speeds of chase. In particular, the pirates, trapped on a ship, the chasing posse and the point... (more) |
|
|
The Third Party (2004) |
|
| David Moles |
|
Two conflicting groups of humans make contact with
a forgotten human world. One of the natives turns
out to be a brilliant mathematician, independently
discovering Cantor's diagonalization argument, and
is confused that a colleague considers it obvious.
This short story appeared in the September 2004 issue of Asimov's Science Fiction Magazine. (more) |
|
|
Those Who Can, Do (1965) |
|
| Bob Kurosaka |
|
In this short-short classic, a mathematics professor ends the first day
of a Differential Equations class asking for questions. One student is
irksome, even peculiar, in his wish to know what practical... (more) |
|
|
Three Cornered Wheel (1963) |
|
| Poul Anderson |
|
Sometimes a surprising mathematical fact will inspire a science fiction story to illustrate it. I suspect that is what happened with this story that comes up with a contrived circumstance in which the... (more) |
|
|
Three Days and a Child (1970) |
|
| Abraham B. Yehoshua |
|
Dov, an Israeli mathematics graduate student, watches the young child of a woman he knew at a kibbutz. He alternates between loving the child as he still loves the woman and intentionally endangering... (more) |
|
|
Three Plates on the Table [Tres platos en la mesa] (1961) |
|
| José María Gironella |
|
An emotional, sensitively written example of a short story of magic realism, in the classic tradition of Borges and Cortazar. Most of the story revolves around the main character’s frame of existence,... (more) |
|
|
Through the Black Board (1943) |
|
| Joel Rogers |
|
The tagline of the story says:
“Unexpectedly Tossed into the Fourth Dimension, Little Mathematics Professor Noel Gouf Has an Amazing Chance to Solve All of His Persona! Problems While Time Stands... (more) |
|
|
Through the Gates of the Silver Key (1934) |
|
| H.P. Lovecraft / E. Hoffmann Price |
|
"We read of the fantastic travels of the dreamer and mystic Randolph Carter as he
arrives at the Ultimate Gate separating the parallel dimensions and alternate
realities
of the Universe. The Gate... (more) |
|
|
Tiger by the Tail (1951) |
|
| A.G. Nourse |
|
A pocketbook contains a gateway to another universe, and a group of unlikely heroes tries to save ours from the aliens there by reaching in and grabbing it.
This is a cute short story, with a not-particularly-sound... (more) |
|
|
Time Bends (The Students Tale) in The Rags of Time (2009) |
|
| Maureen Howard |
|
The poetic ramblings of an aging author confined to her New York apartment, who presumably is Maureen Howard herself, include short stories about the ongoing lives of her characters, including the math... (more) |
|
|
The Tolman Trick (2006) |
|
| Manil Suri |
|
Professor Tolman attends a conference at the Mathematics Institute at Oberwolfach, but a young colleague suspects that the result he is presenting may not be correct. Published in the first issue of Subtropics,... (more) |
|
|
Too Much Happiness (2009) |
|
| Alice Munro |
|
The penultimate collection of short stories from Nobel laureate Alice Munro features a title story about the final days of Sonia Kovalevskaya. The main source of tension in the story is her love affair... (more) |
|
|
Touching Centauri (2003) |
|
| Stephen Baxter |
|
A mathematician solves Fermi's paradox, and then actually
*does* something about it, with immense consequences.
Originally appeared in Asimov's Science Fiction August 2003. Republished in the Baxter compilation "Phase Space".
Very entertaining. Deals with some deep topics
(more) |
|
|
Towel Season (1998) |
|
| Ron Carlson |
|
A mathematician and his wife try to fit in with their suburban
neighbors. Perhaps the best description of the feel of what doing
mathematical research is really like. Much of the tension of the... (more) |
|
|
The Tower of Babylon (2002) |
|
| Ted Chiang |
|
There really is almost no mathematics in this bizarre story that hauntingly
combines
religion with science fiction. However, the "punchline" is entirely
topological in nature.
This story can be... (more) |
|
|
The Trachtenberg Speed System (2014) |
|
| Buzz Mauro |
|
Realizing that he is likely to die there, Jakow Trachtenberg fantasizes that the method of mental computation that he has created while at a Nazi concentration camp will live on beyond him. A young guard... (more) |
|
|
Tracking the Random Variable (1991) |
|
| Marcos Donnelly |
|
Ronald Barr is a statistician with a knack for identifying hidden variables. For example, it was he who recognized that by offering chicken soup and hot chocolate in the automatic coffee machine, his... (more) |
|
|
Transition Dreams (1993) |
|
| Greg Egan |
|
Transition dreams, an old man learns in this story, are dreams that your new, robotic brain has as it is being "filled up" with the patterns copied from your old, organic brain. There is a good deal of... (more) |
|
|
The Triangular House [La Casa Triangular] (1925) |
|
| Ramon Gomez de la Serna |
|
Adolfo Sureda had made a lasting promise to himself: to have a house of unique architecture built for him and his bride, Remedios.
For this, he commissioned a recent graduate of architecture who... (more) |
|
|
Turing's Apples (2008) |
|
| Stephen Baxter |
|
Story about a far-away civilization transmitting a complex message in all directions, containing a software program (“Turing machine”) which ends up creating von Neumann machines with one... (more) |
|
|
Turjan of Miir (The Dying Earth) (1950) |
|
| Jack Vance |
|
The classic fantasy novel "The Dying Earth" is actually more like a collection of short stories, separate vignettes that share some common features but stand entirely alone. The first of these stories... (more) |
|
|
Turnabout (1955) |
|
| Gordon R. Dickson |
|
It's a story about a physics professor who is investigating a device that creates planar force-fields. In its first run, an explosion destroys the device and the physicist is trying to obtain an answer... (more) |
|
|
Twenty-seven Uses for Imaginary Numbers (2009) |
|
| Buzz Mauro |
|
A teenage boy's discovery of the joys of Euler's formula coincides with the awakening of his homosexual desires. The author's mathematical understanding is very good, and the story reminded me of young... (more) |
|
|
Twisters (1988) |
|
| Paul J. Nahin |
|
A medical doctor stumbles onto a dangerous trap in this short story which
was published in Analog (Vol CVIII No 6, May 1988). The twisted
donuts sold by the new shop he passes on the way to work turn out to be
Klein bottles (a topological oddity like the Mobius strip). (more) |
|
|
The Ultimate Analysis (1944) |
|
| John Russell Fearn |
|
This one is a hurriedly thrown together mish-mash of mathematical statements which make no sense when examined individually but taken together, form a breathless pulp story about a mathematician who... (more) |
|
|
The Ultimate Crime (1976) |
|
| Isaac Asimov |
|
We all know that Sherlock Holmes' arch enemy was a mathematician,
right? (If not, check out Sherlock Holmes.)
In fact, his second famous paper was on the dynamics of an asteroid.
Now, you may ask,... (more) |
|
|
The Ultimate Prime (2001) |
|
| Tom Petsinis |
|
A story narrated in second person about a youth with autism whose only interest is mathematics.
Since "you" are the protagonist in this story, it puts the reader inside the mind of an individual who... (more) |
|
|
Uncle Georg's Attic (2002) |
|
| Ben Schumacher |
|
This short story appeared in the September 2002 issue of "Math Horizons",
published by the Mathematical Association of America. In it, some kids
look through an attic containing lots of stuff belonging... (more) |
|
|
Understand (1991) |
|
| Ted Chiang |
|
"An experimental treatment for a drowning victim turns him into
an incredible supergenius. Mathematics is mentioned several
times in passing, and twice the supergenius explicitly uses it
... (more) |
|
|
The Universal Library [Die Universalbibliothek] (1901) |
|
| Kurd Lasswitz |
|
This early "science fiction" story explores the notion of a library containing every possible five hundred page book and an English translation appears in the classic mathematical fiction collection Fantasia... (more) |
|
|
The Universe Broke Down (1941) |
|
| Robert Arthur |
|
Jeremiah Jupiter was an extremely rich, eccentric genius who built an antenna which could take some strange meteorite material called “magna” and amplify cosmic rays to disintegrate the magna, giving... (more) |
|
|
Unknown Things (1989) |
|
| Reginald Bretnor |
|
A very short, well-written horror story about a collector, Andreas Hoogstraten. a wealthy man with an obsession with unusual objects. The narrator, one Mr. Dennison, a dealer in the antiques and the... (more) |
|
|
Unreasonable Effectiveness (2003) |
|
| Alex Kasman |
|
"Unreasonable Effectiveness" reminds me of a classic Arthur C. Clarke style
short story. It has exactly enough mathematics done correctly and a twist that
boggles the mind at the end. To be fair... (more) |
|
|
Unstable Orbits in the Space of Lies (1992) |
|
| Greg Egan |
|
"Originally published in Interzone #61, July 1992. Because of an accident,
people's values and beliefs, and convictions, became completely permeable
to one another. So people start clumping according... (more) |
|
|
The Unwilling Professor (1954) |
|
| Arthur Porges |
|
Two college students who are failing their math class kidnap an alien they encounter and force it to do homework for everyone in their fraternity.
There are some cute mathematical passages. For example,... (more) |
|
|
The Use of Geometry in the Modern Novel (1956) |
|
| Norman Clarke |
|
A slightly humorous short story written as a “how to?” piece. The author asks if a story can be written to reflect a geometrical theorem,
“translating this meager framework into a well piece... (more) |
|
|
The Vanishing Man (1926) |
|
| Richard Hughes |
|
A very flimsy, lazy “story” about a professor who was writing a book called, “Multidimensional Perspective” with the narrator, and in the course of his investigations, found the fourth dimension,... (more) |
|
|
Vanishing Point (1959) |
|
| C.C. Beck |
|
The short story is another take on the true nature of reality and one man's quest to unmask it. It is more an idea piece than a full-fledged development. An artist, Carter, who is a trained mathematician... (more) |
|
|
Vault of the Beast (1940) |
|
| Alfred Elton van Vogt |
|
"A creature of vast powers is locked up inside a vault made up of
ultimate metal. The key to freeing it turns out to be 'factoring
the ultimate prime number', which procedure is given an extended
pseudomathematical... (more) |
|
|
A Very Good Year (1984) |
|
| Jack C. Haldeman (II) |
|
A very short fantasy-like story about Statistics. A senior statistician for Dept of Acccident Prevention describes how the law of averages appears to have failed when applied to mortality rates. In particular,... (more) |
|
|
A Victim of Higher Space (1917) |
|
| Algernon Blackwood |
|
This is another of the John Silence tall-tales, this time involving a man who learns to visualize 4-dimensional space and then starts slipping in and out of the hyperspace. As he describes it,
"This... (more) |
|
|
Waiting for Citizen Gödel (2005) |
|
| Howard V. Hendrix |
|
Short story revolving around Godel's application for US citizenship. There is a well-known episode from Godel's life, where Einstein and Oscar Morgenstern took Godel for his citizenship oath. Godel,... (more) |
|
|
The Wall of Darkness (1946) |
|
| Arthur C. Clarke |
|
In a universe consisting of one star and one planet, there is a
mysterious impenetrable wall surrounding the entire planet in the deep
freezing southlands. Two men, one with money, the other... (more) |
|
|
Wang's Carpets (1995) |
|
| Greg Egan |
|
This short story about a life form based on Wang Tiles first appeared in 1995 in Greg Bear's New Legends collection but was later expanded into an entire novel. For more information, see my entry on the... (more) |
|
|
What Dead Men Tell (1949) |
|
| Theodore Sturgeon |
|
A supergenius discovers a secret society amongst us that
is guarding the secret of immortality. He elects to take
their entry examination, which has immediate death as the
price... (more) |
|
|
What Happened at Cambridge IV (1990) |
|
| David Langford |
|
This is another BLIT story by David Langford; this time, a brilliant mathematician working on a neuro-mathematical model of the brain finds a type of visual input that doesn't just slow it down but causes... (more) |
|
|
What it Means When A Man Falls From The Sky (2017) |
|
| Lesley Nneka Arimah |
|
In a post-apocalyptic Africa, now home to many Europeans who came as refugees from the floods but then took over, mathematicians have the job of eliminating people's pain.
In this fantastical world,... (more) |
|
|
What the Revolution Requires (2020) |
|
| Timons Esaias |
|
A minimalist short story in which an author seeks to write a ground breaking work of mathematical fiction:
Raymond had several plotlines laid out, all their steps organized and ready. He intended to... (more) |
|
|
What the Tortoise Said to Achilles (1895) |
|
| Lewis Carroll |
|
A very short dialogue-story, where the Tortoise teaches Achilles that in the strictest sense of Logic, the process of inference from even 2 propositions to an almost automatically-implied third proposition... (more) |
|
|
|
|
The Whisper of Disks (2002) |
|
| John Meaney |
|
I found this to be a strange story. It switches between a few time periods in the future and in the past. The present is about a young girl, Augusta - “Gus” - who develops over time into a math and... (more) |
|
|
Who Killed the Duke of Densmore? (1994) |
|
| Claude Berge |
|
The murder mystery in the title took
place many years ago and the only witnesses are a group of women who each
visited the crime scene for a single stretch of time. They each remember
whom they met... (more) |
|
|
The Whole Mess (2016) |
|
| Jack Skillingstead |
|
By solving a mathematical equation brought to him by a young stranger, a math professor allows the squid-like "Masters" to enter our universe, leaving havoc in their wake. The professor finds himself... (more) |
|
|
The Wizard (1989) |
|
| C.S. Godshalk |
|
A mathematically talented youth in a bad neighborhood becomes a drug dealer and may not be able to take advantage of his genius by attending the private school which has offered him a scholarship.
In... (more) |
|
|
The Woman in Schrödinger's Wave Equations (2005) |
|
| Eugene Mirabelli |
|
The artist girlfriend of a grad student working in theoretical physics becomes interested in determining something about the mysterious woman with whom Erwin Schrödinger supposedly had an extra-marital... (more) |
|
|
The Woman Who Shook the World-Tree (2012) |
|
| Michael Swanwick |
|
A mathematical prodigy (she derived her own version of calculus to compute volumes when she was only seven years old, and by age 18 she had three PhD.s, including one in a field she had invented) teams... (more) |
|
|
The Wonderful Dog Suit (1964) |
|
| Donald Hall |
|
I have to say this very short story (published in The Carleton’s Miscellany in Spring 1964) merges magic realism and horror quite effortlessly with child-like humor so that by the end of it, you are... (more) |
|
|
The Writing on the Wall (2005) |
|
| Steve Stanton |
|
When he was eight years old, David was visited by an image of his future self, causing him to write mathematical formulas on the wall. (Unfortunately, his parents paint over it before he has a chance... (more) |
|
|
The Year of the Jackpot (1952) |
|
| Robert A. Heinlein |
|
A statistician notices trends in everything from war and famine to women unexpectedly stripping off their clothes in public. He concludes that the year 1954 is going to be an exceptionally bad year. ... (more) |
|
|
Year of the Rat (2009) |
|
| Kristine Kathryn Rusch |
|
A story of two brothers who
use mathematics, one to prove, one to disprove God, and fortunately have
their big sister to resolve things.
One of two mathematical stories in Denise Little's anthology Intelligent Design. (See also Luck be a Lady).
(more) |
|
|
Ylem (1994) |
|
| Eliot Fintushel |
|
Another Fintushel Big-Bang-And-Back Totally-Weird adventure,
the plot concerns a business conflict in the helium market.
Somebody dickered with the primordial nucleosynthesis, and
... (more) |
|
|
Young Archimedes (1924) |
|
| Aldous Huxley |
|
A couple vacationing in Italy meet a peasant boy with strong
mathematical abilities. The most mathematical portion of the text is
a discussion of a proof of the Pythagorean theorem which the boy
develops.... (more) |
|
|
Young Beaker (1973) |
|
| J.T. Lamberty, Jr. |
|
A singular individual who knows how to do mental arithmetic triumphs over peers in a future where everyone has become dependent on calculators and computers. That description would apply equally to this... (more) |
|
|
The Young Mathematician (1832) |
|
| Anonymous |
|
A very light-weight story about a sixteen-year old girl, Laura (daughter of one Mr. Sinclair), who did not like mathematics. As she and her mother spoke one day:
‘Oh, mother,’ she exclaimed,... (more) |
|
|
The Young Philosopher - A Sketch For Parents (1852) |
|
| Sylvanus Cobb, Jr.. |
|
Another short story which highlights the prejudices the society had toward the measure of “intelligence” and the inability to recognize the large range of human abilities at a young age, where the... (more) |
|
|
Zero (2009) |
|
| Buzz Mauro |
|
An awkward, middle-aged math teacher stumbles (quite literally) into a sexual relationship with an unusual young woman.
The character occasionally thinks in mathematical terms. Towards the beginning,... (more) |
|
|
The Zero Clue (1952) |
|
| Rex Stout |
|
Nero Wolfe can't stand Leo Heller, a mathematician who uses operations research to solve mysteries and seems to be superseding Wolfe's own reputation. But then Heller is murdered by one of his clients.... (more) |
|
|
Zilkowski's Theorem (2003) |
|
| Karl Iagnemma |
|
This is a story of a love triangle with a definite mathematical twist. Henderson's roommate, Czogloz, steals away his girlfriend, Milla, when all three were math graduate students. Years later, seeking... (more) |
|
