Products of ideals of linear forms in quadric hypersurfaces

Published 25 Jun 2017 in math.AC | (1706.08066v1)

Abstract: Conca and Herzog proved that any product of ideals of linear forms in a polynomial ring has a linear resolution. The goal of this paper is to establish the same result for any quadric hypersurface. The main tool we develop and use is a flexible version of Derksen and Sidman's approximation systems.

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