The Irrationality of Ζ(3)

Manuel Eberl 🌐

December 27, 2019

Abstract

This article provides a formalisation of Beukers's straightforward analytic proof that ζ(3) is irrational. This was first proven by Apéry (which is why this result is also often called ‘Apéry's Theorem’) using a more algebraic approach. This formalisation follows Filaseta's presentation of Beukers's proof.

BSD License

Topics

Theories of Zeta_3_Irrational