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advanced engineering mathematics ken stroud [pdf]

Advanced Engineering Mathematics by KA Stroud, Dexter J Booth

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About this book :-
Advanced Engineering Mathematics written by K. A. Stroud and Dexter J. Booth.
The purpose of this book is essentially to provide a sound second year course in Mathematics appropriate to sutdies leading to BSc Engineering Degrees and other qualifications of comparable level. The emphasis thoughout is on techniques and applications supported by sufficient formal proof to warrant the methods being employeed.
Each of the course programmes guides the student through the development of a particular topic, with numerous worked examples to demostrate the techniques and with increased repsonsiblity passing to the student as mastery is achieved. Revision exercises are also provided.
A complete set of answers to all problems and a detailed index are provided at the end of the book.

Book Detail :-
Title: Advanced Engineering Mathematics
Edition: 4th
Author(s): K. A. Stroud, Dexter J. Booth
Publisher: Palgrave
Series:
Year: 2003
Pages: 1057
Type: PDF
Language: English
ISBN: 1403903123,9781403903129
Country: UK
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About Author :- K. A. Stroud, Formerly Principal Lecturer, Department of Mathematics, Conventry University with addtion by.
Dexter J. Booth, Principal Lecturer, School of Computing and Engineering, University of Huddersfield.

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Advanced Engineering Mathematics written by K. A. Stroud, Dexter J. Booth cover the following topics.
1. Numerical solutions of equations and interpolation
2. Laplace Tranforms 1
3. Laplace Tranforms 2
4. Laplace Tranforms 3
5. Z transforms
6. Fourier Series
7. Introduction to the Fourier tranform
8. Power series solutions of ordinary differential equations
9. Numerical soltions of ordinary differential equations
10. Partial differentiation
11. Partial differentiation equations
12. Matrix Algebra
13. Numerical solutions of partial differential equations
14. Multiple Integraion 1
15. Multiple Integraion 2
16. Integral functions
17. Vector Analysis 1
18. Vector Analysis 2
19. Vector Analysis 3
20. Complex Analysis 1
21. Complex Analysis 2
22. Complex Analysis 3
23. Optimization and linear programming


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