/  Mathematics Books /  Topology Books /  Geometric Topology Books / 

Geometric Topology Rutgers

Geometric Topology Rutgers

Geometric Topology Rutgers

This PDF book covers the following topics related to Geometric Topology, Klees Trick, Manifold factors, Stable homeomorphisms and the annulus conjecture, Cellular homology, Some elementary homotopy theory, Walls finiteness obstruction, A weak Poincare Conjecture in high dimensions, Stallings characterization of euclidean space, Whitehead torsion, Siebenmanns Thesis, Torus trickery 101 local contractibility, Torus trickery 102 the Annulus Conjecture, Homotopy structures on manifolds, etc.

Author(s):

s193 Pages
Similar Books
Geometric Topology Notes by Dexter Chua

Geometric Topology Notes by Dexter Chua

This note covers the following topics, Walls finiteness obstruction, The whitehead torsion, The s cobordism theorem, Siebenmanns end theorem, Fibering over a circle.

s38 Pages
Geometric Topology Rutgers

Geometric Topology Rutgers

This PDF book covers the following topics related to Geometric Topology, Klees Trick, Manifold factors, Stable homeomorphisms and the annulus conjecture, Cellular homology, Some elementary homotopy theory, Walls finiteness obstruction, A weak Poincare Conjecture in high dimensions, Stallings characterization of euclidean space, Whitehead torsion, Siebenmanns Thesis, Torus trickery 101 local contractibility, Torus trickery 102 the Annulus Conjecture, Homotopy structures on manifolds, etc.

s193 Pages
Geometric Topology by Dennis Sullivan

Geometric Topology by Dennis Sullivan

This PDF book covers the following topics related to Geometric Topology, Algebraic Constructions, Homotopy Theoretical Localization, Completions in Homotopy Theory, Spherical Fibrations, Algebraic Geometry, The Galois Group in Geometric Topology.

s250 Pages
Introduction to Geometric Topology

Introduction to Geometric Topology

The aim of this book is to introduce hyperbolic geometry and its applications to twoand threemanifolds topology. Topics covered includes, Hyperbolic geometry, Hyperbolic space, Hyperbolic manifolds, Thickthin decomposition, The sphere at infinity, Surfaces, Teichmuller space, Topology of threemanifolds, Seifert manifolds, Constructions of threemanifolds, Threemanifolds, Mostow rigidity theorem, Hyperbolic Dehn filling.

s448 Pages