Ideals of Cubic Algebras and an Invariant Ring of the Weyl Algebra

  • KOEN DE NAEGHEL
  • Published 2006

Abstract

We classify reflexive graded right ideals, up to isomorphism and shift, of generic cubic three dimensional Artin-Schelter regular algebras. We also determine the possible Hilbert functions of these ideals. These results are obtained by using similar methods as for quadratic Artin-Schelter algebras [17, 18]. In particular our results apply to the enveloping… (More)

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