Let C be a smooth complex projective curve of genus g. We show that if C is a Petri curve of genus g >3, a general stable bundle on C, with integer slope, admits an irreducible and reduced theta divisor, whose singular locus has dimension g-4.
A note on theta divisors of stable bundles.
BRIVIO, SONIA
2015-01-01
Abstract
Let C be a smooth complex projective curve of genus g. We show that if C is a Petri curve of genus g >3, a general stable bundle on C, with integer slope, admits an irreducible and reduced theta divisor, whose singular locus has dimension g-4.File in questo prodotto:
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