Geodesy

• Bowie W (1912) Geodesy: the effect of topography and isostatic compensation upon the intensity of gravity.
• Bowie W (1917) Geodesy: Investigations of Gravity and Isostasy.
• Bomford G (1952) Geodesy. (2nd edn. 1962; 3th edn. 1971)
• 方俊 (1965) 重力测量与地球形状学.
• Heiskanen WM, Moritz HH (1967) Physical Geodesy.
• Kaula WM (1967) Theory of satellite geodesy: applications of satellites to geodesy.
• Baarda W (1967) Statistical concepts in geodesy.
• Hotine M (1969) Mathematical geodesy.
• Moritz H (1969) Kinematical Geodesy.
• Moritz H (1980) Advanced physical geodesy.
• Vaníček P, Krakiwsky EJ (1986) Geodesy: the concepts. 2th edn.
• Lambeck K (1988) Geophysical geodesy.
• Smith JR (1988) Basic geodesy: an introduction to the history and concepts of modern geodesy without mathematics.
• Torge W (1991) Geodesy (2nd ed.) (3rd 2001; 4th 2012; 5th 2023)
• Zund J (1994) Foundations of differential geodesy.
• Kleusberg A, Teunissen PJ (1996) GPS for Geodesy.
• Wahr J (1996) Geodesy and gravity.
• Smith JR (1997) Introduction to geodesy: the history and concepts of modern geodesy.
• Bajracharya S (2003) Terrain effects on geoid determination.
• 孔祥元 (2005) 大地测量学基础.
• Hofmann-Wellenhof B, Moritz H (2006) Physical geodesy.
• Sneeuw N (2006) Physical geodesy.
• Seeber G (2008) Satellite geodesy: foundations methods and applications (2nd ed.).
• Keller W (2008) Wavelets in geodesy and geodynamics.
• Hooijberg M (2012) Practical Geodesy: Using Computers.
• Sansò F, Sideris MG (2013) Geoid determination: theory and methods.
• Vermeer M (2015) Mathematical Geodesy.
• Jekeli C (2017) Spectral methods in geodesy and geophysics.
• Freeden W, Nashed MZ (2018) Handbook of Mathematical Geodesy: Functional Analytic and Potential Theoretic Methods.
• Vermeer M (2020) Physical Geodesy.
• Guo JY (2023) Physical Geodesy.

Geodynamics

• Stiiwe K (2002) Geodynamics of the lithosphere. An introduction.
• Atkinson P, Foody GM, Darby SE, Wu F (2004) GeoDynamics.
• Sigmundsson F (2006) Iceland geodynamics: crustal deformation and divergent plate tectonics.
• Keller W (2008) Wavelets in geodesy and geodynamics.
• Ismail-Zadeh A, Tackley P (2010) Computational methods for geodynamics.
• Scheidegger AE (2012) Principles of geodynamics.
• Turcotte D, Schubert G (2014) Geodynamics.
• Morra G (2019) Pythonic Geodynamics: Implementations for Fast Computing.

Geomagnetics

• Chapman S, Bartels J (1940) Geomagnetism.
• Parkinson WD (1983) Introduction to geomagnetism.
• Backus G, George B, Parker RL, Parker R, Constable C (1996) Foundations of geomagnetism.
• Merril RT, McElhinny MW, McFadden PL (1996) The Magnetic Field of the Earth: Paleomagnetism the Core and the Deep Mantle.
• Langel RA, Hinze WJ (1998) The magnetic field of the Earth’s lithosphere: The satellite perspective.
• McElhinny MW, McFadden PL (1998) The magnetic field of the earth: paleomagnetism the core and the deep mantle.
• Campbell WH (2003) Introduction to geomagnetic fields.
• Hinze WJ, Von Frese RR, Saad AH (2013) Gravity and magnetic exploration: Principles practices and applications.
• Jacobs JA (2016) Geomagnetism.

Geophysics

• 傅承义 (1985) 地球物理学基础.
• Telford WM, Telford WM, Geldart LP, Sheriff RE, Sheriff RE (1990) Applied geophysics.
• Sharma PV (1997) Environmental and engineering geophysics.
• 郭俊义 (2001) 地球物理学基础.
• Milsom J (2003) Field geophysics.
• Anderson DL (2007) New theory of the Earth.
• William L (2007) Fundamentals of geophysics.
• Reynolds JM (2011) An introduction to applied and environmental geophysics.
• Båth BM (2012) Spectral analysis in geophysics.
• Parasnis DS (2012) Principles of applied geophysics.
• Foufoula-Georgiou E, Kumar P (2014) Wavelets in geophysics.
• Schubert G (2015) Treatise on geophysics.
• Jekeli C (2017) Spectral methods in geodesy and geophysics.
• Menke W (2018) Geophysical data analysis: Discrete inverse theory.
• Lowrie W, Fichtner A (2020) Fundamentals of geophysics.

Gravimetry

• Torge W (1989) Gravimetry.
• 王谦身 (2003) 重力学.
• Gabriel G (2009) Microgravimetry.
• Jacoby W, Smilde PL (2009) Gravity interpretation: fundamentals and application of gravity inversion and geological interpretation.
• Hinze WJ, Von Frese RR, Saad AH (2013) Gravity and magnetic exploration: Principles practices and applications.
• Sjöberg LE, Bagherbandi M (2017) Gravity Inversion and Integration: Theory and Applications in Geodesy and Geophysics.
• Milsom J (2018) The hunt for earth gravity: A history of gravity measurement from Galileo to the 21st Century.
• Eshagh M (2020) Satellite Gravimetry and the Solid Earth.

Mathematical Tools

• Stroud AH, Secrest D (1966) Gaussian quadrature formulas.
• Jahnke-Emde-Lösch (1966) Tafeln höherer Funktionen - Tables of Higher Functions (7th ed.)
• Korn GA, Korn TM (1968) Mathematical handbook for scientists and engineers: definitions theorems and formulas for reference and review.
• Abramowitz M, Stegun IA (1970) Handbook of mathematical functions with formulas graphs and mathematical tables.
• Hamming R (1986) Numerical methods for scientists and engineers (2nd edn).
• Dubin D, Diego S (2003) Numerical and analytical methods for scientists and engineers using Mathematica.
• Awange JL (2005) Solving algebraic computational problems in geodesy and geoinformatics - the answer to modern challenges.
• Polyanin AD, Manzhirov AV (2006) Handbook of mathematics for engineers and scientists.
• Freeden W, Schreiner M (2008) Spherical functions of mathematical geosciences: a scalar vectorial and tensorial setup.
• Chapra S (2011) Applied Numerical Methods with MATLAB for Engineers and Scientists.
• Arfken GB, Weber HJ, Harris FE (2012) Mathematical Methods for Physicists A comprehensive Guide (7th edn).
• Haneberg W (2012) Computational geosciences with Mathematica.
• Piessens R, de Doncker-Kapenga E, Überhuber CW, Kahaner DK (2012) Quadpack: a subroutine package for automatic integration.
• Harris FE (2014) Mathematics for physical science and engineering: symbolic computing applications in Maple and Mathematica.
• Fischer-Cripps AC (2014) The mathematics companion: mathematical methods for physicists and engineers.
• Gradshteyn IS, Ryzhik IM (2015) Table of integrals series and products (8th edn).
• Polyanin AD, Nazaikinskii VE (2016) Handbook of linear partial differential equations for engineers and scientists.
• Esfandiari RS (2017) Numerical methods for engineers and scientists using MATLAB®.
• Chapra SC (2018) Applied numerical methods with MATLAB for engineers and scientists.
• Zwillinger D (2018) CRC standard mathematical tables and formulas (33rd edn).
• Babusci D, Dattoli G, Licciardi S, Sabia E (2019) Mathematical methods for physicists.
• Michel V (2022) Geomathematics: modelling and solving mathematical problems in geodesy and geophysics.

Potential Theory

• Peirce BO (1902) Elements of the theory of the Newtonian potential function.
• Kellogg OD (1929) Foundations of potential theory.
• MacMillan WD (1930) The theory of the potential.
• Ramsey AS (1940) An introduction to the theory of Newtonian attraction.
• Helms LL (1969) Introduction to potential theory.
• Du Plessis N (1970) An introduction to potential theory.
• Picardello MA, Picardello MA (1992) Harmonic Analysis and Discrete Potential Theory.
• Blakely RJ (1995) Potential theory in gravity and magnetic applications.
• Mizuta Y (1996) Potential theory in Euclidean spaces.
• 鸣镛 (1998) 位势论.
• Armitage DH, Gardiner SJ (2001) Classical potential theory.
• Roy KK (2008) Potential theory in applied geophysics.
• Biane P, Bouten L, Cipriani F, Konno N, Privault N, Xu Q (2008) Quantum potential theory.
• Helms LLV (2009) Potential theory.
• Brelot M (2011) Potential Theory.
• Bliedtner J, Hansen W (2012) Potential theory: An analytic and probabilistic approach to balayage.
• Freeden W, Gerhards C (2012) Geomathematically oriented potential theory.
• Jekeli C (2015) Potential theory and the static gravity field of the Earth.
• Ahsan Z (2019) The Potential of Fields in Einstein’s Theory of Gravitation.

Tensor analysis

• Lass H, Walker MJ (1950) Vector and tensor analysis.
• Hay GE (1953) Vector and tensor analysis.
• Schouten JA (1959) Tensor analysis for physicists (2nd ed.).
• Gurevich GB (1964) Foundations of the theory of algebraic invariants.
• Borisenko AI (1968) Vector and tensor analysis with applications.
• Young EC (1992) Vector and tensor analysis.
• Spain B (2003) Tensor Calculus: a concise course.
• Itskov M (2007) Tensor algebra and tensor analysis for engineers.
• Simmonds JG (2012) A brief on tensor analysis.
• Wrede RC (2013) Introduction to vector and tensor analysis.
• Nguyen-Schäfer H, Schmidt JP (2017) Tensor Analysis and Elementary Differential Geometry for Physicists and Engineers.
• Brand L (2020) Vector and tensor analysis.
• Schobeiri MT (2023) Tensor Analysis for Engineers and Physicists - With Application to Continuum Mechanics, Turbulence, and Einstein’s Special and General Theory of Relativity