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Stanley depth of monomial ideals
Published 24 Apr 2014 in math.AC | (1404.6010v1)
Abstract: Let $I\supsetneq J$ be two monomial ideals of a polynomial algebra over a field generated in degree $\geq d$, resp. $\geq d+1$ . We study when the Stanley Conjecture holds for $I/J$ using the recent result of \cite{IKM} concerning the polarization.
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