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Full Description
A comprehensive exposition on analytic methods for solving science and engineering problems, this text is written from the viewpoint of distribution theory and includes a number of current topics relevant to practitioners and researchers.
Contents
Part I Distributions and their basic applications: basic definitions and operations; basic applications - rigorous and pragmatic. Part II Integral transforms and divergent series: fourier transform; asymptotics of fourier transforms; stationary phase and related method; singular integrals and fractal calculus; uncertainty principle and wavelet transforms; summation of divergent and integrals.