Synopsis
In this unique and accessible textbook the author applies differential equations to physical problems, and highlights solution techniques with practical examples. In the computer age, the use of classical methods for the solution of problems sometimes appears irrelevant. However, the application of computer solutions without real understanding of the underlying principles can easily lead to serious errors. A solid grasp of the mathematics involved is therefore essential. In Mathematical Methods With Applications emphasis is placed on: operator methods, the convolution integral, periodic signals, the energy and power spectra, Frobenius method, Laplace, Fourier, Hankel and Z-transforms Green's Function method the similarity technique the method of characteristics the separation of variable method Bessel functions, and Legendre polynomials. Four tables of integral transforms are also included, while exercises and answers are given on an accompanying CD-ROM. The book is ideal for use by senior undergraduates, graduates, scientists and practising engineers working in such areas as mechanical, electrical, civil, and chemical engineering.
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Review
A Choice 2001 Outstanding Academic Title. "...an excellent...well-thought-out masterpiece....A fantastic addition to all college libraries." -- CHOICE
A Choice 2001 Outstanding Academic Title. "...an excellent...well-thought-out masterpiece....A fantastic addition to all college libraries." --CHOICE, April 2001
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Mathematical Methods with Applications
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WIT Press, Southampton and Boston, 2002
ISBN 10: 1853128473
ISBN 13: 9781853128479
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Mathematical Methods with Applications
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MATHEMATICAL METHODS WITH APPLICATIONS, W-CD-ROM
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Mathematical Methods with Applications
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