Thursday, | July 19 |
9:00-10:00 | Gannon |
Postcards from the edge: modularity, K-theory and subfactors in 21st century CFT I | |
10:10-11:10 | Longo |
Operator Algebras and Boundary Quantum Field Theory I | |
11:40-12:40 | El Harti |
C*-unitarisable groups and Kadison problem | |
14:30-15:00 | Hahn |
A simplicial approach to the non-Abelian Chern-Simons path integral | |
15:10-15:40 | Castelo Ferreira |
D-branes description from 2+1D topological field theory | |
15:50-16:20 | Mikovic |
Spin cube models of quantum gravity | |
16:50-17:20 | Guttenberg |
The quantum Siegel algebra | |
17:30-18:00 | Mayburov |
Fuzzy Topology, Quantization and Gauge Invariance | |
18:10-18:40 | Chryssomalakos |
Operational Geometry on de Sitter Spacetime | |
18:50-19:20 | Druta-Romaniuc |
Magnetic curves corresponding to Killing magnetic fields on 3D spaces | |
Friday, | July 20 |
9:00-10:00 | Longo |
Operator Algebras and Boundary Quantum Field Theory II | |
10:10-11:10 | Kawahigashi |
Superconformal Field Theory and Operator Algebras I | |
11:40-12:40 | Fuchs |
Characters and coends in conformal field theory I | |
14:30-15:30 | Gannon |
Postcards from the edge: modularity, K-theory and subfactors in 21st century CFT II | |
15:50-16:20 | Mendes |
The Aubert-Baum-Plymen conjecture and the principal series of SL(2) | |
16:50-17:50 | Hillier |
On super-KMS functionals for graded-local conformal nets | |
18:10-18:40 | Popov |
Homotopy commutative algebra and 2-nilpotent Lie algebra | |
18:40-19:10 | Martins Ferreira |
Topological spaces via neighbourhood relations and an appropriate notion of a base | |
Saturday, | July 21 |
9:00-10:00 | Kawahigashi |
Superconformal Field Theory and Operator Algebras II | |
10:10-11:10 | Fuchs |
Characters and coends in conformal field theory II | |
11:40-12:40 | Gannon |
Postcards from the edge: modularity, K-theory and subfactors in 21st century CFT III | |
Sunday, | July 22 |
9:00-10:00 | Fuchs |
Characters and coends in conformal field theory III | |
10:10-11:10 | Kawahigashi |
Superconformal Field Theory and Operator Algebras III | |
11:40-12:40 | Longo |
Operator Algebras and Boundary Quantum Field Theory III |