| Descripción física |
[8] h., 300 p. : il. ; 24 cm |
| Colección |
Mathematics: theory & applications
|
| Contiene: |
Preface to the 1st edition -- Preface to the 2nd edition -- Preface to the English edition -- How to use this book -- Differentiable Manifolds -- 1. Riemannian Metrics -- 2. Affine Connections -- Riemannian Connections -- 3. Geodesics -- Convex Neighborhoods -- 4. Curvature -- 5. Jacobi Fields -- 6. Isometric Immersions -- 7. Complete Manifolds -- Hopf-Rinow and Hadamard Theorems -- 8. Spaces of Constant Curvature -- 9. Variations of Energy -- 10. The Rauch Comparison Theorem -- 11. The Morse Index Theorem -- 12. The Fundamental Group of Manifolds of Negative Curvature -- 13. The Sphere Theorem -- References -- Index |
| Nota |
Trad. de la 2ª ed. portuguesa (1988) |
| Bibliografía |
p. [292]-296. -- Índices p. [297]-300 |
| Nota |
Geometria riemanniana, obra original publicada en portugués por el Instituto de Matematica Pura e Aplicada en 1979 |
| Materia |
Riemann, Geometría de
|
| Mostrar referencias similares
|
|
Riemann, Variedades de
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| Mostrar referencias similares
|
| Autor secundario |
Flaherty, Francis, trad.
|
| ISBN |
0817634908 |
|
9780817634902 |
|
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