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CATEGORIES:Lecture, Colloquia, Seminar
DESCRIPTION:Speaker: Vera Serganova (University of California\, Berkeley)\
n\nAbstract: Let F denote the Fock representation for sl(\infty). We descr
ibe the structure of the tensor product of F with its restricted dual F^*.
In particular we prove that this module has a decreasing filtration with si
mple quotients and show that such filtration is unique. The proof uses cate
gorification of the abelian envelope of Deligne category GL(t) for integer
t and the category of finite-dimensional representations of the supergroup
GL(m|n) with m-n=t.
DTEND:20201020T180000Z
DTSTAMP:20201202T000756Z
DTSTART:20201020T170000Z
LOCATION:
SEQUENCE:0
SUMMARY:Tensor product of the Fock representation with its dual.
UID:tag:localist.com\,2008:EventInstance_34786664740152
URL:https://events.k-state.edu/event/rep_theory_and_math_physics_seminar_po
sitive_energy_representations_of_affine_vertex_algebras_via_localization
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