Contents

Chapters in this book

1. Frontmatter i
2. Preface v
3. Contents vii
4. Chapter I. Tensor analysis 1
5. Chapter II. Introduction of a metric 34
6. Chapter III. Orthogonal ennuples 96
7. Chapter IV. The geometry of sub-spaces 143
8. Chapter V. Sub-spaces of a flat space 187
9. Chapter VI. Groups of motions 221
10. Appendices 252
11. Bibliography 289
12. Index 301