Topological Quantum Field Theory Seminar

Videos found: 93.

Including videos from https://educast.fccn.pt/vod/channels/k0rk5qewc.

2023/07/12

Pavel Etingof

*Lie theory in tensor categories (with applications to modular representation theory)*

2023/07/05

Surya Raghavendran

2023/05/03

Dmitri Nikshych

*Witt groups of braided fusion categories and minimal non-degenerate extensions*

2023/02/08

James Macpherson

*Locally wide quasi-fiat 2-categories and their coalgebra 2-representations*

2023/01/25

Marco Mackaay

*2-Representations of affine type A Soergel bimodules: some observations and examples*

2022/10/26

Marko Vojinovic

*Insights into the Standard Model and quantum gravity from higher gauge theory*

2022/06/29

Radmila Sazdanovic

*Bilinear pairings on two-dimensional cobordisms and generalizations of the Deligne category*

2022/05/25

Simone Noja

*The de Rham / Spencer double complex and the geometry of forms on supermanifolds*

2022/05/04

Jamie Vicary

*Introducing homotopy.io: A proof assistant for geometrical higher category theory*

2022/02/16

Daniel Grady

*Deformation classes of invertible field theories and the Freed-Hopkins conjecture.*

2022/02/02

Emily Cliff

*Moduli spaces of principal 2-group bundles and a categorification of the Freed–Quinn line bundle*

2021/12/15

Vladimir M. Stojanovic

*Lie-algebraic aspects of quantum control: gate realization and W-to-GHZ state conversion*

2021/04/09

Roger Picken

*Link invariants from finite crossed modules and a lifting of the Eisermann invariant*

2020/11/06

Marco Mackaay

*The double-centralizer theorem in 2-representation theory and its applications*

2014/01/10

Mehmet Haluk Sengun

*Mahler measures of \(A\)-polynomials of \(3\)-manifolds and special values of \(L\)-functions III*

2014/01/09

Mehmet Haluk Sengun

*Mahler measures of \(A\)-polynomials of \(3\)-manifolds and special values of \(L\)-functions II*

2014/01/08

Mehmet Haluk Sengun

*Mahler measures of \(A\)-polynomials of \(3\)-manifolds and special values of \(L\)-functions I*