On Harmonic Weak Maass Forms Associated to Even Integer Weight Newforms

Explore a conference talk on harmonic weak Maass forms associated to even integer weight newforms. Delve into modular forms, integral coefficients, and the LCE invariant as presented by Claudia Alfes Neumann at the Centre International de Rencontres Mathématiques in Marseille, France. Discover key observations on the Riemann Theta function, half-integral weights, and differentials of the Third Kind. Access this 51-minute recording, complete with chapter markers, keywords, abstracts, and bibliographies, through CIRM's Audiovisual Mathematics Library for an in-depth exploration of global invariants in arithmetic varieties.

Introduction
Modular forms
Is it nonempty
Integral coefficients
Preimage
LCE invariant
ISA integral
Generalization
Key observation
Reman Theta function
Half integral weights
Joint work
Differential of the Third Kind