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Graded modules generated by s-sequences
Gaetana Restuccia (Università di Messina) Let A be a standard graded K-algebra, K a field, M a finitely generated graded module on A. We establish criteria so that M is generated by an s-sequence in order to compute algebraic invariants of the symmetric algebra of M, using techniques of Groebner basis theory. In particular we investigate the case A standard graded K-algebra with monomial relations. | ![]() |
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