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The Beauville-Narasimhan-Ramanan correspondence for twisted Higgs $V$-bundles and components of parabolic $Sp(2n,R)$-Higgs moduli Spaces

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(2019)cite arxiv:1901.09148Comment: 28 pages.

Zusammenfassung

We generalize the classical Beauville-Narasimhan-Ramanan correspondence to the case of parabolic Higgs bundles with regular singularities and Higgs $V$-bundles. Using this correspondence along with Bott-Morse theoretic techniques we provide an exact component count for moduli spaces of maximal parabolic $Spłeft( 2n,R \right)$-Higgs bundles with fixed parabolic structure.

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