activity
20182022
most citedNon-Gorenstein loci of Ehrhart rings of chain and order polytopes

1 citations · 3 across the 3 of their papers we have counts for

collaborators

6 papers

math.AG20221 cited

Maximal skew sets of lines on a Hermitian surface and a modified Bron-Kerbosch algorithm

Anna Brosowsky, Haoyu Du, Madhav Krishna +3

In this paper, we study maximal sets of skew lines on Hermitian surfaces. We give a new algorithm to compute these sets and give some computational results for Hermitian surfaces o…

math.AG20211 cited

Geometry of Smooth Extremal Surfaces

Anna Brosowsky, Janet Page, Tim Ryan +1

We study the geometry of the smooth projective surfaces that are defined by Frobenius forms, a class of homogenous polynomials in prime characteristic recently shown to have minima…

math.AC2021

An illustrated view of differential operators of a reduced quotient of an affine semigroup ring

Christine Berkesch, C-Y. Jean Chan, Patricia Klein +3

Through examples, we illustrate how to compute differential operators on a quotient of an affine semigroup ring by a radical monomial ideal, when working over an algebraically clos…

math.AC20201 cited

Non-Gorenstein loci of Ehrhart rings of chain and order polytopes

Mitsuhiro Miyazaki, Janet Page

Let be a finite poset, a field, and (resp. ) the order (resp. chain) polytope of . We study the non-Gorenstein locus of (resp. ), the…

math.AC2019

Measuring the non-Gorenstein locus of Hibi rings and normal affine semigroup rings

Jürgen Herzog, Fatemeh Mohammadi, Janet Page

The trace of the canonical module of a Cohen-Macaulay ring describes its non-Gorenstein locus. We study the trace of the canonical module of a Segre product of algebras, and we app…

math.AC2018

Symbolic and Ordinary Powers of Ideals in Hibi Rings

Janet Page, Daniel Smolkin, Kevin Tucker

We exhibit a class of Hibi rings which are diagonally F-regular over fields of positive characteristic, and diagonally -regular type over fields of characteristic zero, in the s…