Description

Time: 4.00 pm - 5.15 pm.

Speaker: Shreedevi Masuti.

Title: The Stru¨ckrad-Vogel conjecture

Abstract: Let M be a finite module of dimension d over a Noetherian local ring (R,m). The set{`(M/IM)/e(I,M)}, where I varies over m-primary ideals, is bounded below by (1/d!)e(R/textannM). If ˆ M is equidimensional, this set is bounded above by a constant depending only on M. The lower bound extends an inequality of Lech and the upper bound answers a question of Stru¨ckrad-Vogel.

Description

Room No. 114, Department of Mathematics

Date

Fri, April 26, 2019

Start Time

4:00pm-5:15pm IST

Duration

1 hour 15 minutes

Priority

5-Medium

Access

Public

Created by

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Updated

Mon, April 22, 2019 10:11am IST