Dear all,
Welcome back from the summer break. We hope you had an exciting summer, filled with new theorems and fresh collaborations.
The first talk of the season is by Michael Schlosser on Sept 11. The announcement is below.
Talk Announcement:
Title: Asymptotic formulas for the Fourier coefficients
of infinite $q$-products
Title: Asymptotic formulas for the Fourier coefficients
of infinite $q$-products
Speaker: Michael Schlosser (University of Vienna)
When: Sept 11, 2025, 4:00 PM- 5:00 PM IST (12:30 PM CEST)
Where: Zoom: (Write to the organisers for a link)
Abstract:
We derive asymptotic expansions for weighted partition
numbers satisfying certain conditions. As applications we
partially settle some conjectures by Berkovic and Garvan,
and by Seo and Yee, on the nonnegativity of the coefficients
of certain infinite products, and a conjecture by Chan and
Yesilyurt on the periodicity of the signs of the coefficients of
a non-theta product. This is joint work with Nian Hong Zhou.
numbers satisfying certain conditions. As applications we
partially settle some conjectures by Berkovic and Garvan,
and by Seo and Yee, on the nonnegativity of the coefficients
of certain infinite products, and a conjecture by Chan and
Yesilyurt on the periodicity of the signs of the coefficients of
a non-theta product. This is joint work with Nian Hong Zhou.
