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Algebra Seminar

Quantum Kostka and the rank one problem for sl_{2m}

Location:  Hill 423
Date & time: Wednesday, 19 October 2016 at 2:00PM - 2:11PM

Natalie Hobson, University of Georgia: In this talk we will define and explore an infinite family of vector bundles, known as vector bundles of conformal blocks, on the moduli space M0,n of marked curves. These bundles arise from data associated to a simple Lie algebra. We will show a correspondence (in certain cases) of the rank of these bundles with coefficients in the cohomology of the Grassmannian. This correspondence allows us to use a formula for computing quantum Kostka' numbers and explicitly characterize families of bundles of rank one by enumerating Young tableau. We will show these results and illuminate the methods involved.'

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Department of Mathematics

Department of Mathematics
Rutgers University
Hill Center - Busch Campus
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