ON THE DEFECTS AND TEXTURES IN THE ORDERED MEDIUM

  • HAN, SANG EON (Dept. of Mathematics, College of Natural Sciences, Honam University) ;
  • KIM, CHEOL HO (Division of the Electrical, Electronic and Computer Engineering, Honam University)
  • Received : 1999.03.07
  • Published : 1999.07.30

Abstract

We find the properties of the defects and textures in an ordered medium. Especially, the space X, e.g., the residually solvable space or space satisfying the conditions ($T^{**}$) with respect to the defect and texture.

Keywords

Acknowledgement

Supported by : Korea Research Foundation

References

  1. Homotopy Limits, Completions and Localization. L. N. S. vol. 304 Bousfield, A.K.;Kan, D.M.
  2. Proceeding of the Pacific RIM conference on Math. On the Euler characteristic of the compact manifold with $(T^{**})$ structure Han, S.E.
  3. Tamkang J. of Math. v.29 no.1 On the Euler characteristic of the space satisfying the condition $(T^{**})$ Han, S.E.
  4. Kyushu J. Math. v.52 no.2 On the R-good property of the space satisfying condition $(T^{**})$ Han, S.E.
  5. Topology and its applications On the space satisfying conditions $(T^*),\;(T^{**})$ and its applications II, Han, S.E.
  6. Nihonkai Math. J. Some properties of the sp4ces satisfying condition $(T^{**})$ Han, S.E.
  7. Tsukuba J. of Math. v.22 no.1 Wall invariant for the space satisfying the condition $(T^{**})$ Han, S.E.
  8. Quart. J. Math. Oxford v.27 On the Zeeman comparison theorem for the homology of quasi-nilpotent fibrations Hilton, P.;Roiterberg, J.
  9. Rev.Mod.Phys. v.51 Mermin, N.S.
  10. A Courses in the Theory of Groups Robinson, D.J.S.