Exponential Fitting is a procedure for an efficient numerical
approach of functions consisting of weighted sums of exponential,
trigonometric or hyperbolic functions with slowly varying weight
functions. This book is the first one devoted to this subject.
Operations on the functions described above like numerical
differentiation, quadrature, interpolation or solving ordinary
differential equations whose solution is of this type, are of real
interest nowadays in many phenomena as oscillations, vibrations,
rotations, or wave propagation.
The authors studied the field for many years and contributed to
it. Since the total number of papers accumulated so far in this
field exceeds 200 and the fact that these papers are spread over
journals with various profiles (such as applied mathematics,
computer science, computational physics and chemistry) it was time
to compact and to systematically present this vast material.
In this book, a series of aspects is covered, ranging from the
theory of the procedure up to direct applications and sometimes
including ready to use programs. The book can also be used as a
textbook for graduate students. It comes with a complimentary CD
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