From geometry to topology: inverse theorems for distributed persistence - Paul Bendich
Elchanan Solomon "From Geometry to Topology: Inverse Theorems for Distributed Persistence"
Applied topology 18: Persistence and local geometry, Part B
Pre-recorded lecture 1: Introduction. What is Nijenhuis Geometry?
Elchanan Solomon (10/16/18): An intrinsic persistent homology transform
Paul Bendich (5/12/21): Data Complexes, Obstructions, Persistent Data Merging
Topologies of the zero sets of random real projective hyper-surfaces... - Peter Sarnak
Ronen Eldan - Weizmann Institute of Science
Wrapped sutured Legendrian homology and the conormal of braids - Côme Dattin
Claudia Scheimbauer - The AKSZ construction as a fully extended topological field theory
Capacities from the Chiu-Tamarkin complex - Bingyu Zhang
Elon Lindenstrauss - Distribution of Eigenfunctions on Regular Graphs
Lecture 12.8 - Stability Theorems
Meet Paul Bendich
Counting Galois representations - Frank Calegari
On Chen’s recent breakthrough on the Kannan-Lovasz-Simonovits conjecture and Bourga... - Ronen Eldan
Stability, Non-approximate Groups and High Dimensional Expanders by Alex Lubotzky
Alex Kontorovich - Interactions Between Mathematical Physics and Number Theory (MPD '20 - Keynote)
Elon Lindenstrauss Quantitative Behavior of Unipotent Flows and an Effective Avoidance Principle
2020.07.09 Ronen Eldan - Localization and concentration of measures on the discrete hypercube (1/2)
