Article
Rank 3 ACM Bundles on General Hypersurfaces in P^5
Journal of Algebra
(2017)
Abstract
We introduce a conjecture about arithmetically Cohen-Macaulay (ACM) bundles, and prove a non-trivial case of this conjecture which states that a general hypersurface in P^5 of degree d > 3 does not support an indecomposable rank 3 ACM bundle.
Disciplines
Publication Date
2017
Citation Information
Ravindra Girivaru and Amit Tripathi. "Rank 3 ACM Bundles on General Hypersurfaces in P^5" Journal of Algebra Vol. 478 (2017) p. 1 - 20 Available at: http://works.bepress.com/ravindra-girivaru/2/