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Quantum mathematics meeting
No events are currently scheduled.
Past events
31
Aug
2018
Discrete Representations of the Braid Groups »
Ms Nancy Scherich from UCSB will present on representations of the braid group.
24
Aug
2018
Bridgeland stability conditions »
Dr Asilata Bapat will give a friendly introduction to Bridgeland stability conditions.
10
Aug
2018
Gray categories »
Quantum mathematics seminar
03
Aug
2018
What is a functorial conformal field theory? »
Quantum mathematics seminar
29
Jun
2018
Modules for disklike categories »
Quantum mathematics seminar
01
Jun
2018
Quantum inductive inference »
Quantum mathematics seminar
25
May
2018
Domain walls in topological phases and the Brauer-Picard ring for Vec(Z/p) »
Quantum mathematics seminar
18
May
2018
Triangular decomposition of skein algebras »
Quantum mathematics seminar
11
May
2018
The periodic table of higher categories - part 2 »
Quantum mathematics seminar
04
May
2018
The periodic table of higher categories »
Quantum mathematics seminar
23
Mar
2018
Categorical fermionic actions and minimal modular extensions »
The purpose of this talk is to present some results on minimal modular extensions of braided fusion categories doing emphases in minimal modular extensions of super-Tannakian fusion categories.
16
Mar
2018
The SO(3) action on the space of finite tensor categories »
The cobordism hypothesis gives a correspondence between the framed local topological field theories with values in $\mathcal C$ and a fully dualizable objects in $\mathcal C$.
02
Mar
2018
Perverse sheaves on hyperplane arrangements and gluing »
I'll describe the analogue on the quiver side of the natural gluing, or "recollement", structure of this category of perverse sheaves.
23
Feb
2018
Khovanov homology for links in thickened surfaces and a categorification of the skein algebra multiplication, part 2 »
(Continuation of talk from February 9)
16
Feb
2018
Developing euclidean domains and the isomorphism theorems for groups in Lean, an interactive theorem prover »
Summer ASC students Louis Carlin and Mitchell Rowett will describe their experience developing mathematical libraries for Lean, a new interactive theorem prover.
