Presented By: Department of Mathematics
Commutative Algebra Seminar
Questions arising from Lech's inequality
Lech's inequality states that if $(R,m)$ is a local ring and I is an $m$-primary ideal, then $e_I(R) \leq (dimR)! e_m(R)\ell(R/I)$. We will discuss a family of related inequalities. Speaker(s): Patricia Klein (University of Michigan)
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