a list compiled by Alex Kasman (College of Charleston)
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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, experimental writing and just plain bizarro gobbledygook. (I sometimes even doubt that there is a difference, but that is a different subject.) This short story by a selfprofessed "computational number theorist" is a case in point, but I'm pretty sure that it falls on the "brilliant, experimental writing" side.
Narratively speaking, this is the story of a martial arts instructor who is experiencing visitations from aliens. (Borzag is the name he gives to a two headed lizard that the alien gives him as a gift.) But, interspersed among the text are the results of Earls' computations. For instance, the continued fraction expansion of the number which is the title of the book in which it appears, or a list of the smallest integer k_{n} such that k_{n}*10^{n} added to the n^{th} prime is itself a prime number for n=4, 5, 6, ... up to some large value (I didn't count). Consequently, there are often pages of numerical data in between the passages of text! Sometimes the narrative is serious (such as when he kills the alien), and sometimes it is intentionally humorous (such as when we meet aliens whose plan it is to conquer the earth by distributing intricately carved wooden toothpicks). Sometimes the text even has to do with mathematics (such as when some aliens reveal that the transcendental number π^{e} is the key to their scientific advances or that they are trying to prove a theorem which will prompt God to save the universe from being conquered by storms of personified numbers). But, it is always quite strange. Most of the time, I found myself skipping over the pages of numbers. Most readers will probably react the same way. But, sometimes I felt compelled to check whether they are actually correct. At least for the ones I could easily check with a computer algebra package, it seems that the data is correct. Being a mathematician, I was even more curious to know whether some of his claims that cannot simply be verified by computation are correct. For instance, he claims that the sequence of k_{n}'s described above is infinite and contains every natural number. I would be grateful if Earls or some other number theorist could write in with information about the status of this claim. Is it known to be true (i.e. is it a theorem)? Is it possibly true (i.e. a conjecture)? Or is it just nonsense made up for a story? In any case, this story is sure to please anyone who has a taste both for bizarre writing and mathematics. It is available in the collection entitled 0.1361015212836455566789110512013615... along with the story life.exe. Earls announces that his forthcoming novel "Cocoon of Terror" is also a work of mathematical fiction. 
Buy this work of mathematical fiction and read reviews at amazon.com. 
(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.) 

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Exciting News: The 1,600th entry was recently added to this database of mathematical fiction! Also, for those of you interested in nonfictional 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)