SOME REMARKS ON COAASSOCIATED PRIMES

  • Divaani-Aazar, K. (Institute for Studies in Theoretical Physics and mathematics) ;
  • Tousi, M. (Institute for Studies in Theoretical Physics and mathematics)
  • Published : 1999.09.01

Abstract

The purpose of this paper is to develop the theory of coassociated primes and to investigate Melkersson's question [8].

Keywords

References

  1. Rings and Categories fof Modules F. W. Anderson;K. R. Fuller
  2. J. Pure Appl. Algebra v.79 Injective envelopes and flat covers of Matlis reflexive modules F. Belshoff;J. Xu
  3. Algebre commutative N. Bourbaki
  4. Comm. Algebra v.9 Coprimary decomposition, N-dimension and divisibility, application to Artinian modules L. Chambless
  5. Comm. Algebra v.25 Asymptotic associated and attached prome ideals related to projective modules K. Divaani-Aazar;M. Tousi
  6. Sympos. Math. v.XI Secondary representation of modules over commutative ring I. G. MacDonald
  7. Commutative ring theory H. Matsumura
  8. Math. Scand. v.77 Cohomological properties of mudules with secondary representations L. Melkersson
  9. Math. Proc.Camp. Phil. Soc. v.107 On asymptotic stability for sets of prome ideals connected with the powers of an ideal L. Melkersson
  10. Injective modules D. W. Sharpe;P. Vamos
  11. J. London Math. Soc. v.43 The dual of the notion of "finitely generated" P. Vamos
  12. Comm. Algebra v.23 Coassociated primes S. Yassemi
  13. Math. Scand. v.82 Coassociated primes of module over commutative rings S. Yassemi
  14. Arch. Math.(Basel) v.41 Linear-Kompakte module uber notherschen Ringen H. Zoschinger
  15. Math. Scand. v.63 Uber Koassoziierte primideale H. Zoschinger