Presented By: Student Commutative Algebra Seminar  Department of Mathematics
Student CA Seminar: Quasilength, Content, and Qsequences
Olivia Strahan
In this talk, I will introduce the content of a ring with respect to a sequence of elements, a real number invariant first defined by Mel Hochster and Craig Huneke. A Qsequence is a sequence of elements for which the content of the ring is equal to 1; after introducing definitions and looking at some basic examples and properties, we will focus on the conjecture that every system of parameters is a Qsequence. This talk is a preview of the talk that will be given in the Commutative Algebra seminar on 9/25.
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