Abstract: The study of strongly unimodal sequences has recently attracted interest with connections to knot theory and modular forms. In this talk, we discuss two-parameter generalizations of Hecke-Appell
type expansions for the generating functions of unimodal and special unimodal sequences due to Kim and Lovejoy and Bringmann and Lovejoy. In particular, we present their explicit representations as mixed false theta functions. This is joint work with Kevin Allen (UCD).
Unimodal sequences and mixed modularity
28.05.2024 15:15 - 16:45
Organiser:
I. Fischer (U Vienna), M. Schlosser (U Vienna)
Location: