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Skew Howe duality and categorified knot invariants I

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Joel Kamnitzer
University of Toronto
Thu, 17/05/2018 - 17:30 - 18:30
MPIM Lecture Hall

Skew Howe duality is based on a very simple observation: the set of n by m matrices has commuting action of SL_n and SL_m.  We can use this observation to study morphisms of GL_m representations using GL_n.  This perspective has proven very useful in recent years for studying quantum knot invariants and their categorifications.  I will survey work in this direction from the last 10 years, including more recent developments concerning annular skew Howe duality and annular knot invariants.

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