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G¨ unter Scheja,¨ uber die Bettizahlen lokaler Ringe, Math · 1964

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math.AC 1

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Golod ideals in combinatorial commutative algebra

math.AC · 2026-05-19 · unverdicted · novelty 6.0

Proves determinantal, binomial edge, and permanental ideals are Golod iff they have linear resolutions; characterizes Golod cover ideals via Koszul cycles and Massey products; shows squarefree strongly Golod ideals are Golod.

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  • Golod ideals in combinatorial commutative algebra math.AC · 2026-05-19 · unverdicted · none · ref 44

    Proves determinantal, binomial edge, and permanental ideals are Golod iff they have linear resolutions; characterizes Golod cover ideals via Koszul cycles and Massey products; shows squarefree strongly Golod ideals are Golod.