Abstract:
In 2002 Zwegers showed that each of Ramanujan's mock theta functions can be completed to a real analytic modular form. We study how various identities for Ramanujan's Mock Theta Functions arise via Hecke operators.
Abstract:
In 2002 Zwegers showed that each of Ramanujan's mock theta functions can be completed to a real analytic modular form. We study how various identities for Ramanujan's Mock Theta Functions arise via Hecke operators.