Andrew H. Hoefel

activity

20092011

most citedLinear Quotients of the Square of the Edge Ideal of the Anticycle

6 citations · 9 across the 2 of their papers we have counts for

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math.AC2011★ 6 cited

Linear Quotients of the Square of the Edge Ideal of the Anticycle

Andrew H. Hoefel, Gwyneth Whieldon

Let $G$ be a graph with chordal complement and $I (G)$ its edge ideal. From work of Herzog, Hibi, and Zheng, it is known that $I (G)$ has linear quotients and all of its powers have…

math.AC2010

Gotzmann squarefree ideals

Andrew H. Hoefel, Jeff Mermin

We classify the squarefree ideals which are Gotzmann in a polynomial ring.

math.AC2009★ 3 cited

Gotzmann Edge Ideals

Andrew H. Hoefel

Let P = k[x_1, ..., x_n] be the polynomial ring in n variables. A homogeneous ideal I of P generated in degree d is called Gotzmann if it has the smallest possible Hilbert function…