Table of contents for Introduction to differential topology / Th. Brocker, K. Janich ; translated by C.B. and M.J. Thomas.
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1. Manifolds and differentiable structures; 2. Tangent space; 3. Vector bundles; 4. Linear algebra for vector bundles; 5. Local and tangential properties; 6. Sard's theorem; 7. Embedding; 8. Dynamical systems; 9. Isotopy of embeddings; 10. Connected sums; 11. Second order differential equations and sprays; 12. The exponential map and tubular neighbourhoods; 13. Manifolds with boundary; 14. Transversality; References; Indexes.
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