The Index Theorem for Homogeneous Differential Operators

Kapitel in diesem Buch

1. Frontmatter i
2. Foreword v
3. Contents vii
4. On the Smoothings of Triangulated and Combinatorial Manifolds 1
5. On the Action of Θn(∂π) 23
6. Critical Submanifolds of the Classical Groups and Stiefel Manifolds 37
7. Remarks Concerning Spin Manifolds 55
8. Diffeomorphisms with Many Periodic Points 63
9. Bowls of a Non-Degenerate Function on a Compact Differentiable Manifold 81
10. On Higher Dimensional Knots 105
11. On the Groups J(X) 121
12. Morse Theory 145
13. The Index Theorem for Homogeneous Differential Operators 167
14. Minimal Surfaces in an Euclidean Space of N Dimensions 187
15. On Homotopy Spheres of Low Dimension 199
16. Local Properties of Analytic Varieties 205
17. On Infinite Processes Leading to Differentiability in the Complement of a Point 245
18. Sur L'Homologie des Varietes Algebriques Réelles 255