Asymptotic equidistribution for partition statistics and topological
invariants
Asymptotic equidistribution for partition statistics and topological
invariants
We provide a general framework for proving asymptotic equidistribution, convexity, and log concavity of coefficients of generating functions on arithmetic progressions. Our central tool is a variant of Wright's Circle Method proved by two of the authors with Bringmann and Ono, following work of Ngo and Rhoades. We offer a …