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Original Articles

The Leading Ideal of a Complete Intersection of Height Two, Part III

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Pages 2523-2539 | Received 26 May 2010, Published online: 09 Jul 2012

REFERENCES

  • Bruns , W. , Herzog , J. ( 1998 ). Cohen–Macaulay Rings . Revised edition . Cambridge : Cambrdge University Press .
  • Goto , S. , Heinzer , W. , Kim , M.-K. ( 2006 ). The leading ideal of a complete intersection of height two . J. Algebra 298 : 238 – 247 .
  • Goto , S. , Heinzer , W. , Kim , M.-K. ( 2007 ). The leading ideal of a complete intersection of height two, II . J. Algebra 312 : 709 – 732 .
  • Goto , S. , Heinzer , W. , Kim , M.-K. ( 2008 ). The leading ideal of a complete intersection of height two in a two-dimensional regular local ring . Comm. Algebra 36 : 1901 – 1910 .
  • Kothari , S. C. ( 1978 ). The local Hilbert function of a pair of plane curves . Proc. Amer. Math. Soc. 72 : 439 – 442 .
  • Lipman , J. ( 1971 ). Stable ideals and Arf rings . Amer. J. Math. XCIII : 649 – 685 .
  • Matsumura , H. ( 1986 ). Commutative Ring Theory . Cambridge : Cambridge University Press .
  • Communicated by I. Swanson.

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