| Monday, March 23 | ||
| 9:10-9:55 | V. Jones | Does every subfactor have something to do with a CFT? |
| 10:05-10:50 | R. Longo | Standard subspaces and the localisation of particles |
| 11:00-11:45 | C. Schweigert | RCFT correlators and surface defects in three-dimensional TFT |
| 11:55-12:25 | J. Tener | From Segal CFT to conformal nets |
| 16:00-16:45 | G. Mason | Vertex rings and von Neumann regular rings |
| 16:55-17:40 | D. Evans | Subfactors, twisted K-theory and conformal field theory: The double of the Haagerup subfactor and beyond |
| 17:50-18:20 | Y. Tanimoto | Operator algebraic construction of integrable quantum field theory |
| Tuesday, March 24 | ||
| 9:00-9:45 | S. Carpi | From vertex operator algebras to conformal nets abd back |
| 9:55-10:40 | S. Morrison | Small subfactors |
| 11:00-11:45 | P. Teichner | Moduli spaces of field theories |
| 11:55-12:25 | A. Henriques | Examples of Stolz-Teichner cocycles |
| 16:00-16:45 | I. Runkel | Introduction to logarithmic CFT |
| 16:55-17:40 | J. Fuchs | Factorization and modular invariants beyond RCFT |
| 17:50-18:20 | N. Snyder | Asaeda-Haagerup subfactor |
| Wednesday, March 25 | ||
| 9:15-10:00 | A. Wassermann | Noncommutative analysis on trinions |
| 10:15-11:00 | Y. Ogata | C1-classification of gapped Hamiltonians |
| 11:30-12:15 | K.-H. Rehren | Subfactors and boundary conditions in algebraic QFT |
| Thursday, March 26 | ||
| 9:15-10:15 | C. Jones, S. Vaes | Representation theory for subfactors and C*-tensor categories |
| 10:45-11:30 | M. Izumi | Near-group categories and (de-)equivariantization |
| 11:45-12:15 | P. Grossman | Some examples of fusion categories associated to small-index subfactors |
| 16:00-16:45 | J. Duncan | Umbral moonshine |
| 17:00-17:35 | M. Müger | On finite orbifold of rational, chiral CFTs |
| 17:50-18:20 | T. Creutzig | Quantum dimensions and non-semisimplicity |
| Friday, March 27 | ||
| 9:00-9:45 | C. Lam | Vertex operator algebras and finite groups |
| 10:00-10:30 | M. Bischoff | An algebraic conformal QFT approach to defects |
| 11:00-11:30 | D. Penneys | Planar algebras in modular tensor categories |
| 11:45-12:15 | C. Schommer-Pries | Non-semisimple tensor categories and local topological field theory |
| 14:00-14:30 | A. Brothier | Planar algebras and the Haagerup property |
| 14:40-15:10 | Z. Liu | A classification with subfactors and fusion categories (from CFT) |
| 15:20-15:50 | D. Shlyakhtenko | (Co)homology for subfactors and C*-tensor categories |