Guest simone Posted June 17, 2005 Posted June 17, 2005 Hi there! Does someone know an analitic expression of fourier transform of error function, or at least, if it exist? Thank you in advance.
mezarashi Posted June 17, 2005 Posted June 17, 2005 Analytic expression of a fourier transform... hmmmm. Why do you need one for the Gauss error function in the first place? I correct myself - continuity and integratability is sufficient for existence of a fourier transform.
lurflurf Posted June 18, 2005 Posted June 18, 2005 hint erf is an antiderivative of a gaussian what if the fourier transform of a gaussian?
adownard Posted May 5, 2006 Posted May 5, 2006 Hello, This is in response to the thread begun in june 2005. I am curious - is the implication that the fourier transform of an error function is indeed an error function? if this is indeed the case, how would one draw the contour to perform the integration? doesn't the integrand diverge at inf? thank you
antonio Posted July 22, 2010 Posted July 22, 2010 See http://dlmf.nist.gov/7.14 It contains the Dawson's function 1
Bignose Posted July 23, 2010 Posted July 23, 2010 This has to be some sort of record between original question and useful answer. Most years old posts are answered by spam. Kudos antonio!
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