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Upper bound for the Hilbert coefficients of almost Cohen-Macaulay algebras. (English) Zbl 1243.13021

Summary: Let \(S\) be an almost Cohen-Macaulay Algebra over a field \(K\), with a quasi-pure resolution. We establish an upper bound for the Hilbert Coefficients of \(S\) in terms of the shifts in the minimal free resolution.

MSC:

13H15 Multiplicity theory and related topics
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