Monday, December 4, 2023
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All day |
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4:00pm |
12/04/2023 - 4:30pm W-algebras are a family of vertex algebras obtained as Hamiltonian reductions of affine vertex algebras parametrized by nilpotent orbits.The W-algebras associated with regular nilpotent orbits enjoy the Feigin-Frenkel duality. More recently, Gaiotto and Rap\v{c}\'ak generalize this result to hook-type W-algebras as the triality for vertex algebras at the corner. Location:
KT 217
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