An analytic application of Geometric Invariant Theory
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DOI: 10.1016/j.geomphys.2021.104237
Abstract: Abstract Given a compact Kahler manifold, Geometric Invariant Theory is applied to construct analytic GIT-quotients that are local models for a classifying space of (poly)stable holomorphic vector bundles containing the coarse moduli space of stable bundles… read more here.
Keywords: invariant theory; geometric invariant; application geometric; analytic application ... See more keywords