TL;DR
This paper classifies squarefree ideals in polynomial rings that have the Gotzmann property, contributing to the understanding of their algebraic structure.
Contribution
It provides a complete classification of Gotzmann squarefree ideals, a specific class of ideals with minimal growth properties.
Findings
Complete classification of Gotzmann squarefree ideals
Identification of structural properties of these ideals
Advancement in understanding ideal growth in polynomial rings
Abstract
We classify the squarefree ideals which are Gotzmann in a polynomial ring.
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