Editing Mathematical physics (section)

===Specialized texts in classical physics===
*{{citation |first1 = Ralph |last1 = Abraham |author1-link = Ralph Abraham (mathematician) |first2 = Jerrold E. |last2 = Marsden |author2-link = Jerrold E. Marsden |title =  Foundations of Mechanics: A Mathematical Exposition of Classical Mechanics with an Introduction to the Qualitative Theory of Dynamical Systems  |edition = 2nd |publisher = AMS Chelsea Publishing |year = 2008 |isbn = 978-0-8218-4438-0}}
*{{citation |first = John A. |last = Adam |title = Rays, Waves, and Scattering: Topics in Classical Mathematical Physics |publisher = Princeton University Press. |year = 2017 |isbn = 978-0-691-14837-3}}
* {{citation |first1 = Vladimir I. |last1 = Arnold |author-link = Vladimir Arnold |title = [[Mathematical Methods of Classical Mechanics]] |edition = 2nd |publisher = Springer-Verlag |year = 1997 |isbn = 0-387-96890-3 }}
*{{citation |first1 = Frederick |last1 = Bloom |title =  Mathematical Problems of Classical Nonlinear Electromagnetic Theory |publisher = CRC Press |year = 1993 |isbn = 0-582-21021-6}}
*{{citation |first1 = Franck |last1 = Boyer |first2 = Pierre |last2 = Fabrie |title =  Mathematical Tools for the Study of the Incompressible Navier-Stokes Equations and Related Models |publisher =  Springer |year = 2013 |isbn = 978-1-4614-5974-3}}
*{{citation |first1 = David |last1 = Colton |first2 = Rainer |last2 = Kress |title =  Integral Equation Methods in Scattering Theory |publisher =  Society for Industrial and Applied Mathematics |year = 2013 |isbn = 978-1-611973-15-0}}
*{{citation |first1 = Philippe G. |last1 = Ciarlet |author1-link = Philippe G. Ciarlet |title =  Mathematical Elasticity |others=Vol 1–3 |publisher =  Elsevier |year = 1988–2000}}
*{{citation |first = Giovanni P. |last = Galdi |title =  An Introduction to the Mathematical Theory of the Navier-Stokes Equations: Steady-State Problems |edition = 2nd |publisher =  Springer |year = 2011 |isbn = 978-0-387-09619-3}}
*{{citation |first1 = George W. |last1 = Hanson |first2 = Alexander B. |last2 = Yakovlev |title =  Operator Theory for Electromagnetics: An Introduction |publisher = Springer |year = 2002 |isbn = 978-1-4419-2934-1}}
*{{citation |first1 = Andreas |last1 = Kirsch |first2 = Frank |last2 = Hettlich |title =  The Mathematical Theory of Time-Harmonic Maxwell's Equations: Expansion-, Integral-, and Variational Methods |publisher = Springer |year = 2015 |bibcode = 2015mttm.book.....K |isbn = 978-3-319-11085-1}}
*{{citation |first1 = Andreas |last1 = Knauf |title =  Mathematical Physics: Classical Mechanics |publisher = Springer |year = 2018 |bibcode = 2018mpcm.book.....K |isbn = 978-3-662-55772-3}}
*{{citation |first1 = Kurt |last1 = Lechner |title =  Classical Electrodynamics: A Modern Perspective |publisher = Springer |year = 2018 |isbn = 978-3-319-91808-2}}
*{{citation |first1 = Jerrold E. |last1 = Marsden |author1-link = Jerrold E. Marsden |first2 = Tudor S. |last2 = Ratiu |author2-link = Tudor Ratiu |title =  Introduction to Mechanics and Symmetry: A Basic Exposition of Classical Mechanical Systems |edition = 2nd |publisher = Springer |year = 1999 |isbn = 978-1-4419-3143-6}}
*{{citation |first1 = Claus |last1 = Müller |title =  Foundations of the Mathematical Theory of Electromagnetic Waves |publisher = Springer-Verlag |year = 1969 |isbn = 978-3-662-11775-0}}
*{{citation |first = Alexander G. |last = Ramm |author-link = Alexander Ramm |title =  Scattering by Obstacles and Potentials |publisher = World Scientific |year = 2018 |isbn = 9789813220966}}
*{{citation |first1 = Gary F. |last1 = Roach |first2 = Ioannis G. |last2 = Stratis |first3 = Athanasios N. |last3 = Yannacopoulos |title =  Mathematical Analysis of Deterministic and Stochastic Problems in Complex Media Electromagnetics |publisher = Princeton University Press |year = 2012 |bibcode = 2012mads.book.....R |isbn = 978-0-691-14217-3}}