## Saturday, September 17, 2022

### Kaneenika Sinha (IISER, Pune) - Mini Course - Thursday, Sept 22 and Oct 6 - 4-5:00 PM (IST)

We are happy that Kaneenika Sinha (IISER, Pune) has consented to give a mini-course on Central limit theorems in number theory. The course will comprise two lectures. The announcement is below. Graduate students who are interested in number theory are especially welcome to hear Professor Sinha.

Mini-course announcement

Title:  Central Limit theorems in Number Theory

Speaker: Kaneenika Sinha (IISER, Pune)

Abstract:
The goal of these lectures is to review a theme that binds the study of different types of arithmetic functions, namely central limit theorems.  After reviewing the "prototype" theorem in this theme, namely the classical Erdos-Kac theorem about the prime-omega function, we will survey different types of central limit theorems in the context of zeroes of zeta functions, eigenvalues of Hecke operators acting on spaces of cusp forms and eigenvalues of regular graphs.

Talk 1:  Thursday, September 22, 2022 - 4:00 PM - 5:00 PM (IST)

Talk 2:  Thursday, October 6, 2022 - 4:00 PM - 5:00 PM (IST)

Talk 1

Talk 2

## Friday, September 2, 2022

### Ole Warnaar (Queensland, Australia) - Thursday, September 8, 2022 - 4:00 PM-5 PM (IST)

After a refreshing break in a summer with many opportunities to meet in person, we are back with a talk by Professor Ole Warnaar of the University of Queensland, Australia.

Talk Announcement:

Title:  Cylindric partitions and Rogers--Ramanujan identities

Speaker: S. Ole Warnaar (University of Queensland, Australia)

When: Thursday, September 8, 2022 - 4:00 PM - 5:00 PM (IST)

partitions have a close connection to Rogers--Ramanujan-type $q$-series
$\mathrm{A}_2^{(1)}$ that follow naturally from this connection.