This PDF book covers the
following topics related to Geometric Topology : Klee’s Trick, Manifold factors, Stable homeomorphisms and the annulus
conjecture, Cellular homology, Some elementary homotopy theory, Wall’s
finiteness obstruction, A weak Poincar´e Conjecture in high dimensions,
Stallings’ characterization of euclidean space, Whitehead torsion,
Siebenmann’s Thesis, Torus trickery 101 - local contractibility, Torus
trickery 102 – the Annulus Conjecture, Homotopy structures on manifolds,
etc.

**Author(s):** Rutgers University

193**Pages**