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A beginners guide to Mathematica /
Autor principal: | |
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Otros Autores: | |
Formato: | Libro |
Lenguaje: | English |
Publicado: |
Boca Raton, FL :
Chapman & Hall/CRC,
2006.
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Materias: |
Tabla de Contenidos:
- Preface
- ch. 1. Introduction and survey
- 1.1. why Mathematica?
- 1.2. Notebooks
- 1.3. Entering data
- 1.4. Data structures
- 1.5. Programming
- 1.6. Standard add-on packages
- 1.7. Miscellaneous packages
- 1.8. Palettes
- 1.9. Other resources
- 1.10. In conclusion
- ch. 2. Computation examples
- 2.1. The quadratic equation
- 2.2. Singular matrices and inversion
- 2.3. Linear regression
- 2.4. An inverse problem
- ch. 3. Graphics examples
- 3.1. Graphics primitives
- 3.2. Plotting in two dimensions
- 3.3. Pictionary of 2D graphic types
- 3.4. Plotting in three dimensions
- 3.5. Rotation through parity states
- ch. 4. Ordinary differential equations
- 4.1. Defining, entering and solving differential equations
- ch. 5. Transforms
- 5.1. Properties of linear integral transforms
- 5.2. The Laplace transform
- 5.3. The Fourier transform
- 5.4. The z-transform
- ch. 6. Integration
- 6.1. Basic integrals : polynomials and rational functions
- 6.2. Multivariate expressions
- 6.3. Definite integration
- 6.4. Integrals involving the Dirac delta function
- 6.5. Using the integrate command
- 6.6. Monte Carol integration
- ch. 7. Special functions
- 7.1. The Gamma function
- 7.2. The Bessel functions
- 7.3. The Riemann zeta function
- 7.4. Working with Legendre and other polynomials
- 7.5. Spherical harmonics
- Appendix 1
- Appendix 2
- References
- Index.