Arbeitsgemeinschaft: Arithmetic Holonomy Bounds and Applications to Irrationality

Abstract

The purpose of the Arbeitsgemeinschaft was to study the paper [2] of Calegari–Dimitrov–Tang on arithmetic holonomy bounds and their applications to irrationality, and most centrally the proof of the $\mathbb{Q}$-linear independence of $1$, $\zeta (2)$, and $L(2,{\chi }_{-3})$.