Recent content by kbrijesh
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K
Graduate Calculate Fourier Transform of (1+at^2)^-n
Yes, you are true. Even using contour integration we can do it upto n=3. But I am y\trying to get a generalized solution. Anyway, thanks for your reply. -
K
Graduate Calculate Fourier Transform of (1+at^2)^-n
how to get the Fourier transform of (1+at^2)^-n ? n is a natural number such that (n>1) and a is any positive number. i.e. ∫((1+at^2)^-n)*exp(-jωt)dt; limits of integration goes from -∞ to ∞