Complete intersection algebras with binomial Macaulay dual generator

Published 18 Mar 2025 in math.AC and math.AG | (2503.13920v1)

Abstract: In this paper, we characterize all Artinian complete intersection $K$-algebras $A_F$ whose Macaulay dual generator $F$ is a binomial. In addition, we prove that such complete intersection Artinian $K$-algebras $A_F$ satisfy the Strong Lefschetz property.

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