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Characterization of Hilbert Functions of Gorenstein Artin Algebras with the Weak Stanley Property
1995
Proceedings of the American Mathematical Society
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We give a characterization of Hubert functions of Gorenstein Artin algebras with the weak Stanley property. Namely, we prove that a necessary and sufficient condition for a given O-sequence H_ to be the Hubert function of some Gorenstein Artin algebra with the weak Stanley property is that the sequence H is an Si-sequence. the details). A sequence H = (ho, hx, ... , hs) of positive integers is called a
doi:10.2307/2161887
fatcat:vmswcrwtmbazdketena3sqbjee