The mathematical tools used in signal analysis involve differential
and difference equations, integral equations, matrix algebra and
calculus, complex analysis and probability theory, and random
processes. This book applies these tools to problems in various
branches of physics like fluid dynamics, electromagnetism, and
quantum theory. The book will be of use to research workers in
signal processing, as well as to research workers in physics and
applied mathematics. Partial differential equations have been
introduced here as an additional tool in signal analysis since they
are used to describe quantum, electromagnetic, and fluid dynamical
phenomena, as well as Einstein's equations of gravitation. The book
will be of use to signal processing experts who are interested in
developing tools for the analysis of signals arising in real
systems.
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