Let C be a smooth projective curve. The map theta which associates to a general vector bundle its theta divisor is generically finite. In this paper, we give a geometric interpretation of the general fibre of theta.

Brivio, S., Verra, A. (2007). The Brill-Noether curve of a stable vector bundle on a genus two curve.. In Algebraic Cycles and Motives Volume 2 (pp.73-93). Cambridge University Press.

The Brill-Noether curve of a stable vector bundle on a genus two curve.

S. Brivio
;
2007

Abstract

Let C be a smooth projective curve. The map theta which associates to a general vector bundle its theta divisor is generically finite. In this paper, we give a geometric interpretation of the general fibre of theta.
paper
Vector bundles. Brill-Noether theory.
English
Algebraic cycles and Motives
2004
J.Nagel; C.Peters
Algebraic Cycles and Motives Volume 2
9780521701754
2007
2
73
93
none
Brivio, S., Verra, A. (2007). The Brill-Noether curve of a stable vector bundle on a genus two curve.. In Algebraic Cycles and Motives Volume 2 (pp.73-93). Cambridge University Press.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/10281/254367
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