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Unmixedness of generalized Veronese bi-type ideals

Monica La Barbiera, Roya Moghimipor

Abstract

In this paper, some algebraic invariants of generalized Veronese bi-type ideals are computed. We characterize the unmixed generalized Veronese bi-type ideals and we give a description of their associated prime ideals.

Unmixedness of generalized Veronese bi-type ideals

Abstract

In this paper, some algebraic invariants of generalized Veronese bi-type ideals are computed. We characterize the unmixed generalized Veronese bi-type ideals and we give a description of their associated prime ideals.
Paper Structure (4 sections, 8 theorems, 44 equations)

This paper contains 4 sections, 8 theorems, 44 equations.

Table of Contents

  1. Introduction
  2. Generalized Veronese bi-type ideals
  3. Associated prime ideals of generalized Veronese bi-type ideals
  4. Toric ideal of $K[L^{*}_{t,s}]$

Key Result

Theorem 2.3

Let $L^{*}_{t,s}$ be a generalized Veronese bi-type ideal of $T$. Then

Theorems & Definitions (29)

  • Remark 2.1
  • Example 2.2
  • Theorem 2.3
  • proof
  • Example 2.4
  • Theorem 2.5
  • proof
  • Example 2.6
  • Theorem 2.7
  • proof
  • ...and 19 more