a list compiled by Alex Kasman (College of Charleston)

Home All New Browse Search About

The Fifth-Dimension Catapult (1931)
Murray Leinster
(click on names to see more mathematical fiction by the same author)

Contributed by "William E. Emba"

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 by an experimentalist who gets trapped, along with his beautiful daughter, in an alternate dimension. The theoretician must think out a rescue.

The story rolls in its simple-minded goshwowness, plotting, and characterizations, of the traditional pushbutton sort. Mathematics is mentioned frequently, including a nifty attempt to explain how higher-dimensional rotations can be induced from below: one attaches right-angled frames in tension, with the natural spring lengths corresponding to the lengths they will have in the desired folding.

The simple-mindedness of the characterizations becomes comic, even ridiculous, at times. Of mathematical interest is that the hero is so handsome in his appearance, and drives such a sporty car, that various characters are confused, and have a hard time believing he is the famed mathematical genius who has been called in for the rescue. Even the third-person narrator makes an effort to convince the reader that this peculiar mixture of looks, hipness, and brains is in fact the truth.

Contributed by Sarah-Marie Belcastro

The writing is socially dated and not all that imaginative. What's mathematically interesting is Leinster's descriptions of how nD beings can interact with an (n+1)st spatial dimension: how 2D beings can create a 3D right angle using springs, how 3D beings can use mirrors to see into "extra" dimensions, and how 3D beings can use magnets to create pathways to "extra" dimensional spaces. (I'm putting "extra" in quotes because of course this isn't correct lingo mathematically.) Also cool: Leinster uses time as a 4th dimension and so goes to a 5th dimension in order to get more spacial dimensions. However, sometimes the narrative implies that the 4th dimension is spacial, but no one is perfect.

Contributed by Vijay Fafat

There is a sequel to the Murray Leinster's "The Fifth Dimensional Catapult". The story is "The Fifth Dimension Tube", which appeared in Jan 1933 issue of Astounding Stories.

"Tube" is available for free download here.

"Catapult" is available for free download here

Hmmmm....Thanks to Vijay Fafat's link above to the copy of this story, I noticed that there is another story in the same issue of Astounding Stories with a brief but very nice description of the geometry. The Gate to Xoran by Hal K. Wells says:
THAT gate is the one through the fourth dimension, for Xoran and your planet in a four-dimensional universe are almost touching each other in spite of the great distance separating them in a three-dimensional universe. We of Xoran, being three-dimensional creatures like you Earthlings, can not even exist on a four-dimensional plane. But we can, by the use of apparatus to open a Gate, pass through a thin sector of the fourth dimension and emerge in a far distant part of our three-dimensional universe. “The situation of our two worlds,” Arlok continued, “is somewhat like that of two dots on opposite ends of a long strip of paper that is curved almost into a circle. To two-dimensional beings capable only of realizing and traveling along the two dimensions of the paper itself those dots might be many feet apart, yet in the third dimension straight across free space they might be separated by only the thousandth part of an inch. In order to take that short cut across the third dimension the two-dimensional creatures of the paper would have only to transform a small strip of the intervening space into a two-dimensional surface like their paper. “They could, do this, of course, by the use of proper vibration-creating machinery, for all things in a material universe are merely a matter of vibration. We of Xoran plan to cross the barrier of the fourth dimension by creating a narrow strip of vibrations powerful enough to exactly match and nullify those of the fourth dimension itself. The result will be that this narrow strip will temporarily become an area of three dimensions only, an area over which we can safely pass from our world to yours.”
Perhaps I should add a separate entry for that one. What do you think?

More information about this work can be found at
(Note: This is just one work of mathematical fiction from the list. To see the entire list or to see more works of mathematical fiction, return to the Homepage.)

Works Similar to The Fifth-Dimension Catapult
According to my `secret formula', the following works of mathematical fiction are similar to this one:
  1. Scandal in the Fourth Dimension by Amelia Reynolds Long (as "A.R. Long")
  2. Perry Rhodan 2638: Zielpunkt Morpheus-System by Marc A. Herren
  3. The Fourth-Dimensional Demonstrator by Murray Leinster
  4. The Cube Root of Conquest by Rog Phillips
  5. Technical Error by Arthur C. Clarke
  6. The Magic Staircase by Nelson Slade Bond
  7. Into the Fourth by Adam Hull Shirk
  8. Gold Dust and Star Dust by Cyrill Wates
  9. A Modern Comedy of Science by Issac Nathanson
  10. The Mobius Trail by George Smith
Ratings for The Fifth-Dimension Catapult:
RatingsHave you seen/read this work of mathematical fiction? Then click here to enter your own votes on its mathematical content and literary quality or send me comments to post on this Webpage.
Mathematical Content:
2.5/5 (2 votes)
Literary Quality:
3.5/5 (2 votes)

GenreScience Fiction,
MotifCool/Heroic Mathematicians, Higher/Lower Dimensions,
MediumShort Stories, Available Free Online,

Home All New Browse Search About

Exciting News: The 1,600th entry was recently added to this database of mathematical fiction! Also, for those of you interested in non-fictional math books let me (shamelessly) plug the recent release of the second edition of my soliton theory textbook.

(Maintained by Alex Kasman, College of Charleston)