Gorenstein rings generated by strongly stable sets of quadratic monomials: Communications in Algebra: Vol 50, No 5

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Abstract

We characterize all Gorenstein rings generated by strongly stable sets of monomials of degree two. We compute their Hilbert series in several cases, which also provides an answer to a question by Migliore and Nagel.

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2020 MATHEMATICS SUBJECT CLASSIFICATION:

13H10, (13D40; 13C05; 13C70)

Acknowledgment

We would like to thank the anonymous referee for careful reading.

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Gorenstein rings generated by strongly stable sets of quadratic monomials

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Gorenstein rings generated by strongly stable sets of quadratic monomials

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