Rank two vector bundles with canonical determinant
Montserrat Teixidor i Bigas
math.AGarXiv:math/0307298
Abstract
Denote by Bk2,K the locus of vector bundles of rank two and canonical determinant. We show that for a generic curve of genus g, Bk2,K is non-empty if g is sufficiently large.
Create a lesson
Related papers
Classification of Projective Models of K3-surfaces
Çisem Güneş Aktaş
Generalizing Green's Syzygy Theorems to Symmetric Products of Curves
Wenbo Niu, Peter Yi Wei
Logarithmic Kunz and Radu--André Theorems
Ryoma Takeuchi
Mixed Hodge structure in the cohomology of moment-angle complexes
Nikita Andrusov
Stein degree over fields of characteristic zero
Caucher Birkar, Santai Qu
The moduli space of cubic surfaces and its orbifold fundamental group
Daniel Allcock, Tathagata Basak, Eduard Looijenga