Fourier Transform Examples - Florida State University
transforms. What kind of functions is the Fourier transform de ned for? Clearly if f(x) is real, continuous and zero outside an interval of the form [ M;M], then fbis de ned as the improper integral R 1 1 reduces to the proper integral R M M. If f(x) decays fast enough as x!1and x!1 , then fb(w) is also de ned. However
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Indeterminate Forms - Florida State University
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