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SUMMARY:Genuine Equivariant Factorization Homology
DTSTART:20200303T101500
DTEND:20200303T111500
DTSTAMP:20260502T061037Z
UID:19d5a51a163787761f3e27970de8711f61dc3d6228e93b791c00738d
CATEGORIES:Conferences - Seminars
DESCRIPTION:Asaf Horev\, Stockholms Universitet\nFactorization homology i
 s an invariant of framed manifolds and E_n algebras\, used for constructi
 ng quantum field theories. For one dimensional manifolds\, this invariant 
 recover topological Hochschild homology. This construction has an equivar
 iant extension\, where the manifold\, the algebra and the result admit an 
 action of a fixed finite group G. For one dimensional G-manifolds these 
 invariants recover the 'real' and 'twisted' versions of topological Hoch
 schild homology.\n\n\nIn this talk we'll review factorization homology\,
  present its equivariant extension\, and discuss E_V algebras.\n\nIf time 
 permits\, we'll discuss joint work with Inbar Klang and Foling Zou\, incl
 uding Equivariant non abelian Poincare duality\, and some calculations of
  real and twisted topological Hochschild homology of Thom spectra. \n
LOCATION:CM 011 https://plan.epfl.ch/?room==CM%200%2011
STATUS:CONFIRMED
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