An innovative approach to an important feature of Fourier methods, looking at its wealth of applications. It looks first at a spread of important elementary theory, including a discussion of the computational aspects of the methods. Then follows a wide variety of brief applications - in mathematics, physics, chemistry, life sciences, earth sciences and even economics. Each point of the text is illustrated with line drawings and graphs. There are tables of Fourier and Laplace transforms of useful functions and a "generalized" code FFT program is included. The applications-centred approach aims to provide a crossflow of ideas, enabling the expert in one field to see how the techniques are used by other specialists.
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