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THE HILBERT FUNCTION OF THE ARTINIAN QUOTIENT OF CODIMENSION 3

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We investigate all kinds of the Hilbert function of the Artinian quotient of the coordinate ring of a linear star con guration in P2 of type 3 (or 3-general points in P2). As an application, we prove that such an Artinian quotient has the SLP.

Abstract

We investigate all kinds of the Hilbert function of the Artinian quotient of the coordinate ring of a linear star con guration in P2 of type 3 (or 3-general points in P2). As an application, we prove that such an Artinian quotient has the SLP.

참고문헌 (8)

  1. 안재만, "THE MINIMAL FREE RESOLUTION OF A STAR-CONFIGURATION IN Pn AND THE WEAK LEFSCHETZ PROPERTY", 대한수학회지, 49(2), pp.405~417 (2012), 대한수학회
  2. A.V. Geramita, "Some Special Congurations of Points in Pn", J. Algebra, 268(2), pp.484~518 (2003)
  3. A.V. Geramita, "On the rst innitesimal neighborhood of a linear conguration of points in P2", J. Algebra, 298, pp.563~611 (2008)
  4. Y.R. Kim, "Star-congurations in Pn and The Weak-Lefschetz Property", Communications in Algebra, 44, pp.3853~3873 (2016)
  5. 김영록, "An Artinian point-configuration quotient and the strong Lefschetz property", 대한수학회지, 55(4), pp.763~783 (2018), 대한수학회
  6. Y.R. Kim, "The Artinian Point Star Conguration Quotient and the Strong Lefschetz Property", ~
  7. J.P. Park, "The Minimal Free Resolution of A Star-conguration in Pn", J. Pure Appl. Algebra, 219, pp.2124~2133 (2015)
  8. 신용수, "Some example of the union of two linear star-configurations in P2 having generic Hilbert function", 충청수학회지, 26(2), pp.403~409 (2013), 충청수학회

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