A Short Course in Computational Science and Engineering: C++, Java and Octave Numerical Programming with Free Software Tools - David Yevick
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Produits similaires
Présentation A Short Course In Computational Science And Engineering: C++, Java And Octave Numerical Programming With Free Software...
- Livre InformatiqueAuteur(s) : David YevickEditeur : Cambridge Univ PrLangue : AnglaisParution : 01/05/2012Format : Moyen, de 350g à 1kgNombre de pages : 280Expédition : 748Dimensions : 24.6 x 18.8 x 1.8 ...
Résumé :
A concise, comprehensive one-stop overview of three key programming languages, C++, Java and Octave, for students, instructors and scientific programmers.
Biographie:
David Yevick is a Professor of Physics at the University of Waterloo. He has been engaged for 30 years in scientific programming in various fields of optical communications and solid state physics at numerous university and industrial establishments, where he performed pioneering work on the numerical modelling of optical communication devices and systems. Dr Yevick is currently a Fellow of the American Physical Society, the Institute of Electrical and Electronics Engineers and the Optical Society of America as well as a registered Professional Engineer (Ontario). He has taught scientific and engineering programming for over 20 years and has authored or co-authored over 170 refereed journal articles.
Sommaire:
1. Introduction; 2. Octave programming; 3. Installing and running the Dev-C++ programming environment; 4. Introduction to computer and software architecture; 5. Fundamental concepts; 6. Procedural programming basics; 7. An introduction to object-oriented analysis; 8. C++ object-oriented programming syntax; 9. Arrays and matrices; 10. Input and output stream; 11. References; 12. Pointers and dynamic memory allocation; 13. Memory management; 14. The static keyword, multiple and virtual inheritance, templates and the STL library; 15. Creating a Java development environment; 16. Basic Java programming constructs; 17. Java classes and objects; 18. Advanced Java features; 19. Introductory numerical analysis; 20. Linear algebra; 21. Fourier transforms; 22. Differential equations; 23. Monte-Carlo methods; 24. Parabolic partial differential equation solvers; Index.
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