Synge JL (1960) Relativity: The general theory

Fock VA (1961) The theory of Space, Time, and Gravitation

Ohanian HC (1963) Gravitation and space time

Weinberg S (1972) Gravitation and cosmology : principles and applications of the general theory of relativity

Misner CW, Thorne KS, Wheeler JA (1973) Gravitation

Berry M (1978) Principles of cosmology and gravitation

Schutz BF (1980) Geometrical methods of mathematical physics

Stephani H (1982) General Relativity: An introduction to the theory of the gravitational field

Wald RM (1984) General Relativity

Soffel MH (1989) Relativity in Astrometry, Celestial Mechanics and Geodesy

Doughty NA (1990) Lagrangian interaction : an introduction to relativistic symmetry in electrodynamics and gravitation

Wheeler JA (1990) A journey into gravity and spacetime

Brumberg VA (1991) Essential relativistic celestial mechanics

Kopczyński W, Trautman A (1992) Spacetime and gravitation

Moritz H, Hofmann-Wellenhof B (1993) Geometry, Relativity, Geodesy

Will CM (1993) Theory and Experiment in Gravitational Physics

Ciufolini I, Wheeler JA (1995) Gravitation and inertia

Müller C (1995) Lectures on the problem of space and time in Einstein’s theory of gravitation

Shen W (1996) On the Separability of Gravitation and Inertia According to General Relativity. PhD Dissertation, Graz University of Technology

Tourrenc P (1997) Relativity and gravitation

Baumann G (2005) Mathematica for Theoretical Physics: Electrodynamics, Quantum Mechanics, General Relativity, and Fractals

Kopeikin S, Efroimsky M, Kaplan G (2011) Relativistic Celestial Mechanics of the Solar System

Pützfeld D, Lämmerzahl C (2019) Relativistic Geodesy foundations and applications

Hartle JB (2021) Gravity: An Introduction to Einstein’s General Relativity (2nd ed.)