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1
Introduction
2
Welcome
3
Residually Finite
4
Sophic Groups
5
Nonapproximate Groups
6
Examples
7
Breakthrough
8
Stability
9
Proof
10
Stability Criterion
11
Nonuniform lattices
Description:
Explore a 50-minute conference talk on stability, non-approximate groups, and high dimensional expanders presented by Alex Lubotzky at the International Centre for Theoretical Sciences. Delve into topics such as residually finite and sophic groups, non-approximate groups, and stability criterion for nonuniform lattices. Learn about recent breakthroughs in the field and gain insights into the proof of stability. Participate in a live interactive session with the speaker, scheduled for January 27, 2021, at 18:00 IST, where you can submit questions in advance through a provided Google form. Register to receive access to the Zoom link or YouTube Live URL for the interactive session and stay informed about future talks in the Distinguished Lecture Series.

Stability, Non-approximate Groups and High Dimensional Expanders by Alex Lubotzky

International Centre for Theoretical Sciences
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