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- Introduction
- Steps Towards a New Theory of Gravitation
- The Principles of Equivalence and Relativity
- Abraham’s Objections
- Einstein and Grossmann: Search for the Mathematical Tools of General Relativity
- The Foundation of General Relativity
- Physics and Geometry
- The Role of Axiomatization in Hilbert’s Work
- Concepts of Space and Geometry
- Space-Time and Invariants
- Mie’s Field Theory of Matter
- Hilbert’s Communication to the Gottingen Academy
- Completion of the Theory of Gravitation
- Physical Interpretation of General Covariance
- Hamilton’s Principle and the Conservation Laws
- General Covariance and Conservation Laws
- Extension of General Relativity
- Generalization of Riemannian Geometry
- Weyl’s Unified Theory
- Five-Dimensional Relativity
