Book contents
- Frontmatter
- Contents
- INTRODUCTION
- PART I THE UNCONNECTED MANIFOLD
- PART II AFFINELY CONNECTED MANIFOLD
- Chap. III Invariant Derivatives
- Chap. IV Some Relations between Ordinary and Invariant Derivatives
- Chap. V The Notion of Parallel Transfer
- Chap. VI The Curvature Tensor
- Chap. VII The Geodesies of an Affine Connexion
- Chap. VIII The General Geometrical Hypothesis about Gravitation
- PART III METRICALLY CONNECTED MANIFOLD
Chap. III - Invariant Derivatives
Published online by Cambridge University Press: 03 December 2009
Book contents
- Frontmatter
- Contents
- INTRODUCTION
- PART I THE UNCONNECTED MANIFOLD
- PART II AFFINELY CONNECTED MANIFOLD
- Chap. III Invariant Derivatives
- Chap. IV Some Relations between Ordinary and Invariant Derivatives
- Chap. V The Notion of Parallel Transfer
- Chap. VI The Curvature Tensor
- Chap. VII The Geodesies of an Affine Connexion
- Chap. VIII The General Geometrical Hypothesis about Gravitation
- PART III METRICALLY CONNECTED MANIFOLD
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- Space-Time Structure , pp. 27 - 33Publisher: Cambridge University PressPrint publication year: 1985