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ON CHAOTIC HOMOTOPY GROUP

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In this paper, the homotopy group of chaotic manifold are discussed. Different types of dynamical manifolds on the homotopy group are presented.Also the chaotic homotopy groups of the limit dynamical manifold are deduced. The variant and invariant of the chaotic homotopy group under the dynamical chaotic manifold are obtained.

Abstract

In this paper, the homotopy group of chaotic manifold are discussed. Different types of dynamical manifolds on the homotopy group are presented.Also the chaotic homotopy groups of the limit dynamical manifold are deduced. The variant and invariant of the chaotic homotopy group under the dynamical chaotic manifold are obtained.

참고문헌 (10)

  1. M.Abu-Saleem, "Folding on the chaotic Cartesian product of manifolds and their fundamental group", Tamkang journal of mathematics, 39(4), pp.353~361 (2008)
  2. Abu-Saleem, "DYNAMICAL MANIFOLD AND THEIR FUNDAMENTAL GROUP", Advanced Studies in Contemporary Mathematics, 20(1), pp.125~131 (2010), 장전수학회
  3. M. Abu-Saleem, "Folding on the connected sum of graphs and their fundamental group", Applied sceinces, 12, pp.14~19 (2010)
  4. M. ABU-SALEEM, "CONDITIONAL FRACTIONAL FOLDING OF A MANIFOLD AND THEIR FUNDAMENTAL GROUP", Advanced Studies in Contemporary Mathematics, 20(2), pp.271~277 (2010), 장전수학회
  5. M.Abu-Saleem, "On dynamical chaotic de sitter spaces and their deformation retracts", Proceedings of the Jangjeon Mathematical society, 14, pp.231~238 (2011)
  6. A.Aravind, "A1-homotopygro ps,excision,and solvable quotients", Advances in mathematics, 221, pp.1144~1190 (2009)
  7. G.D. Birkhoof, "Dynamical system", Bulletin of the American Mathematics Society, 37(1), pp.88~121 (2000)
  8. "Algebraic topology"[URL]
  9. W. S. Massey, "Algebraic topology: An introduction" (1967), Harcourt Brace and world
  10. K. S. Sibirsky, "Introduction to topological dynamics" (1975), Noordhoff Int. Pub

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