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February, 2021
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February, 2021
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31
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01
Feb
Topology
02:00pm Nicolas Tholozan, Zoom: Compact quotients of pseudo-hyperbolic spaces
02
Feb
Junior Geometry
03:45pm Jackson Van Dyke, : Topological field theory and algebraic geometry
03
Feb
Geometry And String Theory
12:00pm Dan Freed, Zoom: Wick rotation and the positivity of energy in quantum field theory
04
Feb
Groups And Dynamics
11:00am Nathanael Berestycki, Zoom : Introduction to mixing times and the cutoff phenomenon
05
Feb
Junior Analysis
11:00am Ziheng Chen, : Scale Convergence and Homogenization
03
Feb
Junior Topology
02:00pm Joe Chen, Zoom: The mapping class group of the plane minus a Cantor set
04
Feb
Geometry
03:30pm Sam Raskin, Online: Geometric Langlands for l-adic sheaves
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08
Feb
Junior Geometry And String Theory
09:00am Sebastian Schulz, : An Invitation to Topological Recursion
09
Feb
Junior Geometry
03:45pm Kenny Schefers, : An Introduction to $\\ell$-adic Sheaves
10
Feb
Geometry And String Theory
12:00pm Jacques Distler, Zoom: Cobordism Classes and the Swampland, Part 2
11
Feb
Groups And Dynamics
12:30pm Nathanael Berestycki, zoom: Cutoff phenomenon for random walks on random graphs
10
Feb
Junior Topology
02:00pm Teddy Weismann, Zoom: Rank rigidity for closed convex projective manifolds
11
Feb
Geometry
03:30pm German Stefanich, Online: Higher sheaf theory via categories of correspondences
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20
17
Feb
Geometry And String Theory
12:00pm Arun Debray, Zoom: Cobordism Classes and the Swampland, Part 3
17
Feb
Junior Topology
02:00pm Allie Embry, : To Be Announced
21
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23
Feb
Junior Geometry
03:45pm Rok Gregoric, : Monodromy on the stack of formal groups
24
Feb
Geometry And String Theory
12:00pm Charlie Reid, Zoom: Allowable complex metrics
25
Feb
Groups And Dynamics
12:30pm Gourab Ray, Zoom: A tale of infinitely many balloons
26
Feb
Junior Analysis
11:00am Daniel Weser, : An introduction to the theory of (embedded) constant mean curvature hypersurfaces
24
Feb
Junior Topology
02:00pm Hannah Turner, : To Be Announced
25
Feb
Geometry
03:30pm Lorenzo Sadun, Zoom: Rotation theory for 1-dimensional tiling spaces
28
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