Advanced methods of mathematical physics
/ R. S. Kaushal
- 2nd ed.
- New Delhi : Narosa, 2008
- xxi, 519 p.
includes bibliography and index
1. General introduction 2. Theory of finite groups 3. Rudiments of topology and differential geometry 4. Integral equations, sturm-liouville theory 5. Stochastic processes and stochastic differential equations 6. Methods of nonlinear dynamics i: phase portraits 7. Methods of nonlinear dynamics ii: stability and bifurcation 8. Some nonlinear differential equations and their solutions 9. Some nonlinear integral equations and their solution 10. Exact solution of some nonlinear differential equations 11. Symmetries of differential equations 12. Normal modes in nonlinear dynamical systems general introduction 13. Theory of finite groups 14. Rudiments of topology and differential geometry 15. Integral equations, sturm-liouville theory 16. Stochastic processes and stochastic differential equations 17. Methods of nonlinear dynamics i: phase portraits 18. Methods of nonlinear dynamics ii: stability and bifurcation 19. Some nonlinear differential equations and their solutions 20. Some nonlinear integral equations and their solution 21. Exact solution of some nonlinear differential equations 22. Symmetries of differential equations 23. Normal modes in nonlinear dynamical systems