We will continue to study DAHA and its representations via quantum physics, focusing on new connections with mirror symmetry and skein theory. This talk is Part 2, the first part was given by Sergei Gukov
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Къуръан❤️
Ivan Cherednik - DAHA superpolynomials for iterated link
Yuri Berest - Perverse sheaves, contact homology and cubical approximations
Pavel Safronov - R-matrices with a spectral parameter via shifted Poisson structures
Andrei Negut - The PBW basis of the quantum toroidal algebra
Pavel Etingof - Short star-products for filtered quantizations
Noah Snyder - Local topological field theories with values in Morita categories
Tudor Dimofte - 3d mirror symmetry and HOMFLY-PT homology
Fabian Haiden - Legendrian skein algebras and Hall algebras
Dimitri Wyss - Non-archimedean integrals on the Hitchin fibration
John Francis - Moduli of stratifications and factorization homology
Constantin Teleman - Coulomb branches, passée topology and non-polarizable matter
Alexei Oblomkov - Dualisable link homology and 3D TQFT
Sam Gunningham - q-Character sheaves and Springer theory
Anton Mellit - A_{q,t} algebra as a partially symmetrized DAHA and computations of knot invariants
Du Pei - New TQFTs from DAHA
Adrien Brochier - Quantization of character varieties, TFTs and the Riemann-Hilbert correspondence
Sergei Gukov - New TQFTs from DAHA
Mina Aganagic - Knot categorification from geometry and mirror symmetry, via string theory
Claudia Scheimbauer - En-algebras, extended topological field theories and dualizability
Catharina Stroppel - DAHA actions on fusion rings
Nicolle Gonzalez - The higher structure of the Heisenberg and Clifford algebras
Monica Vazirani (4 of 4) - Hecke algebras and representation theory
Alexandre Minets - Cohomological Hall algebras and sheaves on surfaces
Tina Kanstrup (3 of 3) - Knot homologies and matrix factorizations