Homological Mirror Symmetry for Higher Dimensional Pairs of Pants

Explore a 49-minute lecture on homological mirror symmetry for higher dimensional pairs of pants, presented by Alexander Polishchuk from the University of Oregon at the University of Miami. Delve into the speaker's joint work with Yanki Lekili, which proves an equivalence between the wrapped Fukaya category of higher dimensional pair-of-pants and the derived category of coherent sheaves on the union of coordinate hyperplanes in affine space. Learn about their innovative method of adding a stop and identifying the corresponding partially wrapped Fukaya category with a categorical resolution on the B-side. Gain insights into this advanced topic in mathematical physics and algebraic geometry.