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APM346-2015S => APM346--Home Assignments => HA6 => Topic started by: Victor Ivrii on March 05, 2015, 08:35:42 AM

Title: HA6 problem 2
Post by: Victor Ivrii on March 05, 2015, 08:35:42 AM

Let $\alpha >0$. Find Fourier transforms of

a.  $(x^2+\alpha^2)^{-1}$;

b.  $x(x^2+\alpha^2)^{-1}$;

c.  $(x^2+\alpha^2)^{-1}\cos (\beta x)$, $(x^2+\alpha^2)^{-1}\sin(\beta x)$;

d.  $x(x^2+\alpha^2)^{-1}\cos (\beta x)$,  $x(x^2+\alpha^2)^{-1}\sin(\beta x)$.

Title: Re: HA6 problem 2
Post by: Mark Nunez on March 05, 2015, 09:14:13 PM

 :-X