Introduction to general relativity and the cosmological constant problem

Preface and introduction; Part I

Mathematical preliminaries: Chapter 1. Tensors in amorphous spaces; Chapter 2. Tensors in Riemann spaces; Part II

Introduction to general relativity: Chapter 3. Basic theory; Chapter 4. Scharzschild's metric and classical experimental tests; Chapter 5. Complements of tensor calculus and general relativity; Part III

Introduction to relativistic cosmology: Chapter 6. Digression into philosophical and mathematical matters; Chapter 7. Robertson-Walker's metric; Part IV

The energy of the vacuum (the-problem): Chapter 8. The-problem and its solution; Chapter 9. Energy of the universe and the-problem; Chapter 10. Miscellaneous cosmological models; Part V

Concluding remarks: Index