Matrix Factorizations for Complete Intersections and Minimal Free Resolutions

Abstract

Matrix factorizations of a hypersurface yield a description of the asymptotic structure of minimal free resolutions over the hypersurface. We introduce a new concept of matrix factorizations for complete intersections that allows us to describe the asymptotic structure of minimal free resolutions over complete intersections.

References in corpus (1)

• Vanishing of Ext, cluster tilting modules and finite global dimension of endomorphism rings

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