### Woolfson & Woolfson: Mathematics for Physics

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- Chapter 01
Useful formulae and relationships

- Chapter 02
Dimensions and dimensional analysis

- Chapter 03
Sequences and series

- Chapter 04
Differentiation

- Chapter 05
Integration

- Chapter 06
Complex numbers

- Chapter 07
Ordinary differential equations

- Chapter 08
Matrices I and determinants

- Chapter 09
Vector algebra

- Chapter 11
Partial differentiation

- Chapter 13
Coordinate systems and multiple integration

- Chapter 14
Distributions

- Chapter 15
Hyperbolic functions

- Chapter 16
Vector analysis

- Chapter 17
Fourier analysis

- Chapter 18
Introduction to digital signal processing

- Chapter 19
Numerical methods for ordinary differential equations

- Chapter 20
Applications of partial differential equations

- Chapter 21
Quantum mechanics I: Schroo?=dinger wave equation and observations

- Chapter 22
The Maxwello?=Boltzmann distribution

- Chapter 23
The Monte Carlo method

- Chapter 24
Matrices II

- Chapter 25
Quantum mechanics II: Angular momentum and spin

- Chapter 27
Straight-line relationships and the linear correlation coefficient

- Chapter 28
Interpolation

- Chapter 29
Quadrature

- Chapter 30
Linear equations

- Chapter 31
Numerical solution of equations

- Chapter 32
Signals and noise

- Chapter 33
Digital filters

- Chapter 34
Introduction to estimation theory

- Chapter 35
Linear programming and optimization

- Chapter 36
Laplace transforms

- Chapter 37
Networks

- Chapter 38
Simulation with particles

- Chapter 39
Chaos and physical calculations

- Appendix
- Solutions