Introduction to Mathematical Physics
Jump to navigation
Jump to search
A reader requests expansion of this book to include more material. You can help by adding new material (learn how) or ask for assistance in the reading room. |
Contents
- Introduction
- Some mathematical problems and their solution
- Boundary, spectral and evolution problems
- Linear boundary problems, integral methods
- Boundary problems, variational methods
- Linear evolution problems, spectral method
- Nonlinear evolution problems, perturbative methods
- Evolution, numerical time integration
- Particular trajectories and geometry in phase space
- Use of change of variables
- N body problem and matter description
- Relativity
- Electromagnetism
- Quantum mechanics
- N body problem in quantum mechanics
- Statistical physics
- N body problems and statistical equilibrium
- Continuous approximation
- Energy in continuous media
Appendix
- Measure and integration
- Groups
- Vectorial spaces
- Dual of a vectorial space
- Topological spaces
- Dual of a topological space
- Differentials and derivatives