activity
20042020
most citedOn the first non-trivial strand of syzygies of projective schemes and Condition

1 citations · 5 across the 12 of their papers we have counts for

collaborators

12 papers

math.AG2020★ 1 cited

On the first non-trivial strand of syzygies of projective schemes and Condition

Jeaman Ahn, Kangjin Han, Sijong Kwak

Let be any -dimensional closed subscheme. We are mainly interested in two notions related to syzygies: one is the property $\mathbf{N}_{d,p}~(d\ge 2,…

math.AC2016

Green's theorem and Gorenstein sequences

Jeaman Ahn, Juan C. Migliore, Yong-Su Shin

We study consequences, for a standard graded algebra, of extremal behavior in Green's Hyperplane Restriction Theorem. First, we extend his Theorem 4 from the case of a plane curve…

math.AG2014

Linear normality of general linear sections and some graded Betti numbers of 3-regular projective schemes

Jeaman Ahn, Kangjin Han

In this paper we study graded Betti numbers of any nondegenerate 3-regular algebraic set in a projective space . More concretely, via Generic initial ideals (Gin…

math.AG2014★ 1 cited

On Syzygies, degree, and geometric properties of projective schemes with property

Jeaman Ahn, Sijong Kwak

For an algebraic set (union of varieties) embedded in projective space, we say that satisfies property , if the -th syzygies of the homogene…

math.AG2011★ 1 cited

Generic Initial ideals of Singular Curves in Graded Lexicographic Order

Jeaman Ahn, Sijong Kwak, YeongSeok Song

In this paper, we are interested in the generic initial ideals of \textit{singular} projective curves with respect to the graded lexicographic order. Let be a \textit{singular}…

math.AC2011

Artinian level algebras of codimension 3

Jeaman Ahn, Young Su Shin

In this paper, we continue the study of which -vectors can be the Hilbert function of a level algebra by investigating Artinian level algeb…