Abstract
In this paper we continue our study of the moduli space of stable bundles of rank two and degree on a very general quintic surface. The goal in this paper is to understand the irreducible components of the moduli space in the first case in the “good” range, which is . We show that there is a single irreducible component of bundles which have seminatural cohomology, and we conjecture that this is the only component for all stable bundles.
Citation
Nicole Mestrano. Carlos Simpson. "Seminatural bundles of rank two, degree one, and on a quintic surface." Kyoto J. Math. 53 (1) 155 - 195, Spring 2013. https://doi.org/10.1215/21562261-1966107
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