Multiplicity Free Prime Ideals are Glicci
Connections Workshop: Commutative Algebra January 18, 2024 - January 19, 2024
Location: SLMath: Eisenbud Auditorium, Online/Virtual
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Multiplicity Free Prime Ideals are Glicci
A central question in Gorenstein liaison asks whether every Cohen-Macaulay ideal is glicci, i.e., whether every Cohen-Macaulay ideal belongs to the Gorenstein liaison class of a complete intersection. After introducing Gorenstein liaison and motivating this question, I will report on a joint work with Rajchgot and Satriano, where we show that every multiplicity-free prime ideal is glicci.
Multiplicity Free Prime Ideals are Glicci
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