Mathematical Methods in Electrical Engineering

Mathematical Methods in Electrical Engineering

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In this volume, the author covers the mathematical methods appropriate to both linear-systems theory and signal processing. The text deals with a number of topics usually found in introductory linear-systems courses, such as complex numbers and Laplace transforms, and addresses additional topics such as complex variable theory and Fourier series and transforms. Although the discussion is mathematically self-contained, it assumes that the reader has a firm background in calculus and differential equations. Each chapter contains a number of worked examples plus exercises designed to allow the student to put concepts into practice. The author writes in a mathematically elegant yet relaxed and readable style, and provides interesting historical notes along the way. Undergraduate students of electrical engineering, applied mathematics, and related disciplines - and their teachers - will welcome this book.
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"...well-written and easy to read and should be useful to beginning undergraduates in engineering, particularly electronic engineering." Times Higher Education Supplement
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Table of contents

Preface; 1. Complex numbers; 2. Laplace transforms; 3. Linear systems; 4. Fourier series; 5. Functions of a complex variable; 6. Fourier transforms; 7. Laplace transform revisited; Answers to selected exercises; Index.
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