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Relative projectivity and related results

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Abstract

Let R be a commutative Noetherian ring and let M be anArtinian R-module. Let M'' subseteq M' be submodules of M.Suppose F is an R-module which is projective relative to M.Then it is shown thatAtt_R(Hom_A(F, M'):_ {Hom_A(F, M)} I^n), n in Nandaligned& Att_R(Hom_A(F, M'):_ {Hom_A(F, M)} I^n & / Hom_A(F, M''):_{Hom_A(F, M)} I^n), n in Nendaligned are ultimately constant.

참고문헌 (9)

  1. "Springer-Verlag", pp.1992~, New York
  2. "Asymptotic attachedprimes related to flat modules", 6(2), pp.193~204 (1999)
  3. "Secondary representation of modulesover a commutative ring", pp.23~ (1973)
  4. Melkerson, "On asymptatic stability for sets ofprime ideals connected with powers of an ideal", 107, pp.267~ (1990)
  5. "^Cohomological properties of modules withsecondary representation", 77, pp.197~208 (1995)
  6. "Associated prime ideals of the dual ofan Artinian module relative to an injective module", 22, pp.2651~ (1994)
  7. "Asymptotic primes and integral closure inmodules", 43(2), pp.477~ (1992)
  8. "Coassociated primes", 23, pp.1473~1498 (1995)
  9. "Coassociated primes", 23, pp.1473~1498 (1995)

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