On Monoid Algebras Having Every Nonempty Subset of ${\mathbb {N}}_{\ge 2}$ as a Length Set

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2025年4月12日

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Alfred Geroldinger,
Felix Gotti

摘要

We construct monoid algebras that satisfy the ascending chain condition on principal ideals and have the property that every nonempty subset of $\mathbb N_{\ge 2}$ $N_{\geq 2}$ occurs as a length set.

On Monoid Algebras Having Every Nonempty Subset of \({\mathbb {N}}_{\ge 2}\) as a Length Set

摘要