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Solutions to Two Open Problems in Geometric Group Theory by Jordan A. Sahattchieve

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Solutions to Two Open Problems in Geometric Group Theory written by Jordan A. Sahattchieve . This is an other great mathematics book cover the following topics.

  • Introduction and Synopsis
  • Background
    Non-positive Curvature in Metric Spaces, CAT(0) and δ-Hyperbolic groups, Basic Definitions, Comparison Triangles, Angles, and Rectifiable Curves, CAT(0) and δ-Hyperbolic Spaces, Isometries of CAT(0) Spaces, Cayley Graphs and Quasi-isometries, Ends of Pairs of Groups and Sageev's Cubing, Overview of Bass-Serre Theory, Ends of Group Pairs, Sageev's Cubing

  • On the Diagonal Action of ℤ on ℤn
    The Origin of Bounded Packing, Disc Packing in the Plane, More on Cubings, Bounded Packing and Coset Growth – Definitions and Basic Properties, Polycyclic Groups and the Groups Pn ,ϕ, The Dynamics of Linear Maps, The Diagonal Action of ℤ on ℤn, Bounded Packing in Pn ,ϕ, Coset Growth of H in P2,ϕ, Growth of Groups and Coset Growth, The Sol Geometry

  • On the Quasiconvex Subgroups of F m×ℤn
    Introduction and Basic Notions, Convex Hulls and Quasiconvex Subgroups, Free x Free-abelian Groups

  • Download free pdf Solutions to Two Open Problems in Geometric Group Theory by Jordan A. Sahattchieve
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