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Title:
On homological invariants of torus knots
Speaker:
Abstract:
I will give a conjectural description of the triply graded Khovanov-Rozansky homology of torus knots in terms of representation theory of rational Cherednik algebras. In stable limit, this construction can be degenerated to a model for the stable Khovanov homology which matches all known experimental data. A relation to colored invariants will also be outlined. The talk is based on joint works with A. Oblomkov, J. Rasmussen and V. Shende
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