Differential and Combinatorial Topology

*Frontmatter, pg. i*Foreword, pg. v*Contents, pg. vii*On the Smoothings of Triangulated and Combinatorial Manifolds, pg. 1*On the Action of THETAn( pi), pg. 23*Critical Submanifolds of the Classical Groups and Stiefel Manifolds, pg. 37*Remarks Concerning Spin Manifolds, pg. 55*Diffeomorphisms with Many Periodic Points, pg. 63*Bowls of a Non-Degenerate Function on a Compact Differentiable Manifold, pg. 81*On Higher Dimensional Knots, pg. 105*On the Groups J(X), pg. 121*Morse Theory, pg. 145*The Index Theorem for Homogeneous Differential Operators, pg. 167*Minimal Surfaces in an Euclidean Space of N Dimensions, pg. 187*On Homotopy Spheres of Low Dimension, pg. 199*Local Properties of Analytic Varieties, pg. 205*On Infinite Processes Leading to Differentiability in the Complement of a Point, pg. 245*Sur L'Homologie des Varietes Algebriques Reelles, pg. 255