MATHEMATICAL FICTION:

a list compiled by Alex Kasman (College of Charleston)

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Prost, der Faust-Tragödie (-n)ter Teil [Prost: the (-n)th Part of the Faust Tragedy] (1882)
Kurd Lasswitz
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A poem written in German about a character named "Prost" who is stumped by a particularly difficult differential equation. He drinks a lot of beer (in keeping with his name, which is the German equivalent of "Cheers!") and rambles on about variables and questions of convergence before eventually calling on the spirit of the "infinitely small", who appears to him as "Dx". Prost is also visited by Faust's demon Mephisto and by a fox.

I fear that I do not know enough German or enough mathematics history to get the point of this work of mathematical fiction. Correction from anyone else who knows more than I do would be greatly appreciated. My naive guess is it has to do with the way infinitesimals filled a logical gap in mathematical analysis, and perhaps therefore that Dx can save Prost from having to make a deal with the devil. Maybe? Well, I'm really not sure. And the fox? Is he somehow related to the mathematician Lazarus Fuchs? Again...I have no confidence in that guess.

Lasswitz was clearly attempting to mimic Goethe when he wrote this poem. (In the preface, he literally claims that it was actually written by Goethe's ghost and sent to him via "astrophysical mediation from the fourth dimension in a book glued on all sides".) The poem was printed independently in 1882 by the publisher Reid. Then it was republished as Zeitschrift für mathematischen und naturwissenschaftlichen Unterricht 14, 312-318 (1883).

Thanks to Simon Brown of the Deviot Institute for suggesting that I add it to this database.

More information about this work can be found at www.projekt-gutenberg.org.
(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 Prost, der Faust-Tragödie (-n)ter Teil [Prost: the (-n)th Part of the Faust Tragedy]
According to my `secret formula', the following works of mathematical fiction are similar to this one:
  1. The Devil and Simon Flagg by Arthur Porges
  2. The Devil a Mathematician Would Be by A.J. Lohwater
  3. I of Newton by Joe Haldeman
  4. When the Devil Took the Professor [Wie der Teufel den Professor holte] by Kurd Lasswitz
  5. Discordium Mathematica by Vijay Fafat
  6. The Number Devil [Der Zahlenteufel] by Hans Magnus Enzensberger
  7. The Franklin's Tale (in The Canterbury Tales) by Geoffrey Chaucer
  8. Math Takes a Holiday by Paul Di Filippo
  9. Naturally by Fredric Brown
  10. Been a long, long time by R.A. Lafferty
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Categories:
GenreHumorous, Fantasy,
Motif
TopicAnalysis/Calculus/Differential,
MediumShort Stories,

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Where are the new works of mathematical fiction?: As you can see from this chronological listing, this database includes many works of mathematical fiction for each year from 1990 to 2025. Strangely, only two are listed for 2026, so far. Either less mathematical fiction is being published than in previous years or I'm just having more trouble finding it. If you know of any works of fiction that should be added to this list, especially recently published ones, please let me know. (Keep in mind that I do not include self-published works or children's fiction that just covers elementary mathematical concepts.) Thanks!

(Maintained by Alex Kasman, College of Charleston)