collaborators

6 papers

math.AC2026

Weighted Veronese Rings via Convex Semigroups

Bek Chase, Luca Fiorindo, Thiago Holleben +4

We determine properties of two-dimensional normal affine semigroup rings, and in particular of weighted Veronese rings, including determinantal presentation, Gröbner basis, graded…

math.AC2026

Structure and Symmetry of Sally Type Semigroup Rings

Srishti Singh, Hema Srinivasan

Consider a numerical semigroup minimally generated by a subset of the interval with multiplicity and width . Such numerical semigroups are called Sally type sem…

math.AC2026

Numerical Semigroups of Sally Type

Saipriya Dubey, Kriti Goel, Nil Sahin +2

Judith Sally proved in 1980 that the associated graded ring of one-dimensional Gorenstein local rings of multiplicity and embedding dimension are Cohen-Macaulay. She show…

math.AC2025

Numerical Semigroups of Sally Type II

Kriti Goel, Nil Şahin, Srishti Singh +1

In this paper we study numerical semigroups of Sally type of multiplicity and embedding dimension . We construct the minimal resolutions for these semigroup rings wh…

math.AC2025

Wilf Inequality is preserved under Gluing of Semigroups

Srishti Singh, Hema Srinivasan

Wilf Conjecture on numerical semigroups is an inequality connecting the Frobenius number, embedding dimension and the genus of the semigroup. The conjecture is still open in genera…

math.AC2025

The Betti Numbers of Kunz-Waldi Semigroups

Mario González-Sánchez, Srishti Singh, Hema Srinivasan

Given two coprime numbers , KW semigroups contain and are contained in where whichever is even. These semigroups were first introd…