Shreedevi K. Masuti

activity

20122026

most citedOn the Waring rank of binary forms: The binomial formula and a dihedral cover of rank two forms

4 citations · 14 across the 20 of their papers we have counts for

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Showing 2017Show all

4 papers · 1 filter

math.AC2017

A filtration of the Sally module and the First normal Hilbert Coefficient

Shreedevi K. Masuti, Kazuho Ozeki, Maria Evelina Rossi

The Sally module of an ideal is an important tool to interplay between Hilbert coefficients and the properties of the associated graded ring. In this paper we give new insights on…

math.AC2017

The Structure of the Inverse System of Level $K$ -Algebras

Shreedevi K. Masuti, Laura Tozzo

Macaulay's inverse system is an effective method to construct Artinian K-algebras with additional properties like, Gorenstein, level, more generally with any socle type. Recently,…

math.AC2017

On the finiteness of the set of Hilbert coefficients

Shreedevi K. Masuti, Kumari Saloni

Let $(R, m)$ be a Noetherian local ring of dimension $d$ and $K, Q$ be $m$ -primary ideals in $R .$ In this paper we study the finiteness properties of the sets $Λ_i^K(R):=\{g_i^K(Q):…

math.AC2017

Artinian level algebras of socle degree 4

Shreedevi K. Masuti, Maria Evelina Rossi

In this paper we study the O-sequences of the local (or graded) $K$ -algebras of socle degree $4.$ More precisely, we prove that an O-sequence $h = (1, 3, h_{2}, h_{3}, h_{4})$ , where $h_4…

A filtration of the Sally module and the First normal Hilbert Coefficient

The Structure of the Inverse System of Level K-Algebras

On the finiteness of the set of Hilbert coefficients

Artinian level algebras of socle degree 4

The Structure of the Inverse System of Level $K$ -Algebras