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20022005
most citedAsymptotic behaviour of the length of local cohomology

2 citations · 4 across the 8 of their papers we have counts for

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9 papers · 1 filter

math.AC20081 cited

Cohen-Macaulay admissible clutters

Huy Tai Ha, Susan Morey, Rafael H. Villarreal

There is a one-to-one correspondence between square-free monomial ideals and clutters, which are also known as simple hypergraphs. It was conjectured that unmixed admissible clutte…

math.AC2007

Cohen-Macaulay multigraded modules

C-Y. Jean Chan, Christine Cumming, Huy Tai Ha

Let S be a standard N^r-graded algebra over a local ring A, and let M be a finitely generated Z^r-graded S-module. We characterize the Cohen-Macaulayness of M in terms of the vanis…

math.AC20051 cited

Splittable ideals and the resolutions of monomial ideals

Huy Tai Ha, Adam Van Tuyl

We provide a new combinatorial approach to study the minimal free resolutions of edge ideals, that is, quadratic square-free monomial ideals. With this method we can recover most o…

math.AC2005

Homology multipliers and the relation type of parameter ideals

Ian M. Aberbach, Laura Ghezzi, Huy Tai Ha

We study the relation type question, raised by C. Huneke, which asks whether for a complete equidimensional local ring R there exists a uniform bound for the relation type of param…

math.AC2004

Asymptotic behaviour of arithmetically Cohen-Macaulay blow-ups

Huy Tai Ha, Ngo Viet Trung

This paper addresses problems related to the existence of arithmetic Macaulayfications of projective schemes. Let Y be the blow-up of a projective scheme X = Proj R along the ideal…

math.AC20042 cited

Asymptotic behaviour of the length of local cohomology

Steven Dale Cutkosky, Huy Tai Ha, Hema Srinivasan +1

Let k be a field of characteristic 0, R = k[x_1, ..., x_d] be a polynomial ring, and m its maximal homogeneous ideal. Let I be a homogeneous ideal in R. In this paper we investigat…