Regularity and Cohomological Splitting Conditions for Vector Bundles on Multiprojective Spaces

Abstract

Here we give a definition of regularity on multiprojective spaces which is different from the definitions of Hoffmann-Wang and Costa-Miró Roig. By using this notion we prove some splitting criteria for vector bundles.

13 pages, no figures

References in corpus (2)

• Multigraded regularity: syzygies and fat points
• Qregularity and an Extension of Evans-Griffiths Criterion to Vector Bundles on Quadrics

Cited by in corpus (1)

• Vector Bundles on Products of Varieties with $n$-blocks Collections