A $q$-analogue for Euler's $\zeta (6)={\pi }^6/945$

Abstract

We give a $q$-analogue of $\zeta (6)={\pi }^6/945$. Our main results are stated in Theorems 2.1 and 2.2 below.

Submitted to Proceedings of Combinatory Analysis 2018 - A conference in honour of George Andrews' 80th birthday