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Description of Advanced Engineering Mathematics

This revised and expanded best-selling advanced engineering mathematics textbook offers everything a student needs. Including four new topics and with several other topics extended in their coverage, this is a comprehensive course for all undergraduates in engineering and science from second year level onwards.

Its highly successful technique-oriented approach guides the student through the development of each topic. There are hundreds of worked examples and exercises. Advanced Engineering Mathematics is the new edition of Further Engineering Mathematics (third edition), and companion volume to Engineering Mathematics (fifth edition) which has sold more than half a million copies world-wide.

Title Information

ISBN:

9781403903129

Pages:

1264 pages

Format:

Paperback

Product Code:

15566

Publisher:

Palgrave MacMillan

Published:

28/02/2003

Edition:

4th Edition

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About K.A. Stroud and Dexter Booth

K.A. STROUD was formerly Principal Lecturer in the Department of Mathematics at Lanchester Polytechnic (now Coventry University). He is also the author of Engineering Mathematics, a companion volume to this book.

DEXTER J. BOOTH is Principal Lecturer in the School of Computing and Engineering at the University of Huddersfield. He is the author of several mathematics textbooks and is co-author on the new edition of Engineering Mathematics.

Contents of Advanced Engineering Mathematics

Preface to the First Edition
Preface to the Second Edition
Preface to the Third Edition
Preface to the Fourth Edition

Hints on Using the Book
Useful Background Information

Numerical Solutions of Equations and Interpolation
Laplace Transforms Part 1
Laplace Transforms Part 2
Laplace Transforms Part 3
Z Transforms
Fourier Series
Introduction to the Fourier Transform
Power Series Solutions of Ordinary Differential Equations
Numerical Solutions of Ordinary Differential Equations
Partial Differentiation
Partial Differential Equations
Matrix Algebra
Numerical Solutions of Partial Differential Equations
Multiple Integration Part 1
Multiple Integration Part 2
Integral Functions
Vector Analysis Part 1
Vector Analysis Part 2
Vector Analysis Part 3
Complex Analysis Part 1
Complex Analysis Part 2
Complex Analysis Part 3
Optimisation and Linear Programming