ON THE STRONG HOMOLOGY GROUPS

  • LEE, HONG-JAE (Dept. of Mathematics, Chonbuk National University) ;
  • LEE, DAE-WOONG (Dept. of Mathematics, Chonbuk National University)
  • Received : 1996.05.06
  • Published : 1996.07.30

Abstract

Keywords

References

  1. Annals of Math v.75 no.3 Cohomology Theories Brown, E.H.
  2. Infinite Abelian Groups Fuchs, L.
  3. Relative Morphisms and Exact Sequences of the Derived Functor ${{\longleftarrow^{lim}_{\infty}}^{(n)}\; ,n{\geq}0$ and Stable Cohomotopy Lee, D.W.
  4. Foundation of Topology (vol. II) Lee, K.A.
  5. Bull. of the A. M. S. v.2 no.2 Steenrod-Sitnikov Homology for Arbitrary Spaces Lisica, J.T.;Mardesic, S.
  6. Topology and its Appl. v.19 Strong Homology of Inverse System of Spaces I,ll Lisica, J.T.;Mardesic, S.
  7. Topology and its Appl. v.20 Strong Homology of Inverse Sydem of Spaces III Lisica, J.T.;Mardesic, S.
  8. Trans. of the A.M.S. v.307 no.2 Strong Homology is not Additive Mardeaic, S.;Parasolv, A.V.
  9. Glasnik Mat. v.28 no.48 Inverse Limits and Cohomology Mdzinarishvili, L.;Spanier, E.
  10. Topology v.1 Uber die Derivierten des Inversen und des Derekten Lirnes einer Modulefamile Nobeling, G.