Seminar meets on Thursdays 10:10-11:00AM CT in Vincent 570
Organizers: Shiyun Wang and Anna Weigandt
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Related Seminars
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Title: Linear quotients of powers of edge ideals
Abstract: The edge ideal $I(G)$ of a finite simple graph $G$ is the squarefree quadratic monomial ideal generated by monomials corresponding to the edges of $G$. Nevo and Peeva conjectured that if $G$ is gap-free, then $I(G)^s$ has a linear resolution for all sufficiently large $s$. In this talk, we explore the linear quotients property and discuss recent progress on this conjecture.
Joint work with S. Faridi, T. Ha, T. Hibi, S. Kara and S. Morey.
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