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.
Nutzer