package coq-mathcomp-apery

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A formally verified proof in Coq, by computer algebra, that ζ(3) is irrational

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Sources

1.0.1.tar.gz
sha512=3c768f31fe055a5cf98be6766d1a5f180e670d71fd3ad194523e414d4c2dba4ddfe49a24c98b3f7fe64a5366f5a531d2b6c0700387ff9b3b16a01df74bab0cfa

Description

This project contains a formal proof that the real number ζ(3), also known as Apéry's constant, is irrational. It follows roughly Apéry's original sketch of a proof. However, the recurrence relations constituting the crux of the proof have been guessed by a computer algebra program (in this case in Maple/Algolib). These relations are formally checked a posteriori, so that Coq's kernel remains the sole trusted code base.

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