Interactions of gauge theory with contact and symplectic topology in dimensions 3 and 4
Videos from BIRS Workshop
Matthew Hedden, Michigan State University
Monday Mar 7, 2022 09:00 - 09:50
On Murasugi sum and knot Floer homology
Roger Casals, UC Davis
Monday Mar 7, 2022 10:26 - 11:26
Legendrian knots & Cluster algebras
Ian Zemke, Princeton University
Monday Mar 7, 2022 14:28 - 15:28
Bordered perspectives on the Manolescu-Ozsvath link surgery formula
Sherry Gong, Texas A&M University
Monday Mar 7, 2022 15:52 - 16:20
An A-infinity category from instantons
Bob Gompf, University of Texas Austin
Tuesday Mar 8, 2022 09:01 - 10:01
Transverse tori in Engel manifolds
Jake Rasmussen, Cambridge
Tuesday Mar 8, 2022 10:19 - 11:20
Knot Floer homology of knots in the solid torus
Joshua Wang, Harvard University
Tuesday Mar 8, 2022 14:30 - 15:21
Colored sl(N) homology, SU(N) representations, and the Hopf link
John Baldwin, Boston College
Tuesday Mar 8, 2022 15:50 - 16:50
Fixed points and Khovanov homology
Maggie Miller, University of Texas at Austin
Wednesday Mar 9, 2022 09:01 - 10:01
Knotted handlebodies
Irving Dai, Stanford
Wednesday Mar 9, 2022 10:19 - 11:18
Equivariant knots and knot Floer homology
Matt Stoffregen, Michigan State University
Wednesday Mar 9, 2022 11:25 - 12:25
A surgery exact triangle for involutive Heegaard Floer homology
Juanita Pinzon-Caicedo, University of Notre Dame
Thursday Mar 10, 2022 09:00 - 10:00
Satellite operations that are not homomorphisms
Bulent Tosun, University of Alabama
Thursday Mar 10, 2022 10:20 - 11:14
On embedding problems for 3-manifolds in 4-space
Wenzhao Chen, University of British Columbia
Thursday Mar 10, 2022 14:29 - 15:29
Knot Floer homology of satellite knots and immersed curves
Keegan Boyle, University of British Columbia
Thursday Mar 10, 2022 15:51 - 16:47
A lower bound on the equivariant unknotting number for strongly negative amphichiral knots
Katherine Raoux, University of Arkansas
Friday Mar 11, 2022 09:01 - 10:00
4-dimensional aspects of tight contact 3-manifolds
Ryan Budney, University of Victoria
Friday Mar 11, 2022 10:32 - 11:40
Proof of a conjecture of Tom Farrell
