Mathematics for physics
| Main Authors: | , |
|---|---|
| Format: | Book |
| Language: | English |
| Published: |
Oxford :
Oxford University Press ,
2007
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| Subjects: |
Table of Contents:
- 1. Useful formulae and relationships
- 2. Dimensions and dimensional analysis
- 3. Sequences and series
- 4. Differentiation
- 5. Integration
- 6. Complex numbers
- 7. Ordinary differential equations
- 8. Matrices I and determinants
- 9. Vector algebra
- 10. Conic sections and orbits
- 11. Partial differentiation
- 12. Probability and statistics 13. Coordinate systems and multiple integration
- 14. Distribution
- 15. Hyperbolic functions
- 16. Vector analysis
- 17. Fourier analysis
- 18. Introduction to digital signal processing
- 19. Numerical methods for ordinary differential equations
- 20. Applications of partial differential equations
- 21. Quantum mechanics I: Schrodinger wave equation and observations 22. The Maxwell-Boltzman distribution
- 23. The Monte Carlo method
- 24. Matrices II
- 25. Quantum mechanics II: Angular momentum and spin
- 26. Sampling theory
- 27. Straight-line relationships and the linear correlation coefficient
- 28. Interpolation
- 29. Quadrature
- 30. Linear equations