Expressing $q$-series in terms of building blocks of Hecke-type double-sums

Abstract

We express recent double-sums studied by Wang, Yee, and Liu in terms of two types of Hecke-type double-sum building blocks. When possible we determine the (mock) modularity. We also express a recent $q$-hypergeometric function of Andrews as a mixed mock modular form.

References in corpus (1)

• Hecke-Rogers double-sums and false theta functions

Cited by in corpus (1)

• New polar-finite forms of generalized Euler identities for $A_1^{(1)}$-string functions and mock theta conjecture-like identities