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math.AC 1

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The homological shift algebra of a monomial ideal

math.AC · 2024-12-30 · conditional · novelty 7.0

For monomial ideals with linear powers, the homological shift algebra is a finitely generated Rees module, making regularity, depth, associated primes, v-number, and Golodness of homological shift ideals eventually linear or stable.

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  • The homological shift algebra of a monomial ideal math.AC · 2024-12-30 · conditional · none · ref 8

    For monomial ideals with linear powers, the homological shift algebra is a finitely generated Rees module, making regularity, depth, associated primes, v-number, and Golodness of homological shift ideals eventually linear or stable.