Enrico Sbarra
Abstract
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We characterize the class of ideals of a polynomial ring such that the hilbert series of their graded local cohomology modules is maximal.
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We characterize the class of ideals of a polynomial ring such that the hilbert series of their graded local cohomology modules is maximal.
Key concepts: Mathematics, Lexicographical order, Local cohomology, Square-free integer, Hilbert–Poincaré series, Hilbert series and Hilbert polynomial, Polynomial ring, Ideal (ethics)