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on
1
Introduction
2
General setting
3
Definitions
4
Nonexistence
5
Isometric actions
6
Projective actions
7
Standard modifications
8
Theorems
9
Two philosophies
10
Action of gamma
11
Two themes
12
Extra invariance
13
zimmers conjecture
14
further directions
15
off actions
16
proof
17
work in progress
18
questions
Description:
Explore the fascinating world of lattice subgroups and their actions on manifolds in this 46-minute lecture by Aaron Brown. Delve into the general setting, key definitions, and theoretical concepts surrounding isometric and projective actions. Examine nonexistence theorems, standard modifications, and the two main philosophies guiding this field of study. Investigate Zimmer's conjecture, additional directions for research, and ongoing work in progress. Gain insights into the action of gamma, extra invariance, and off actions while considering thought-provoking questions that arise from this complex mathematical topic.

Aaron Brown- Lattice Subgroups Acting on Manifolds

International Mathematical Union
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