I'm trying to integrate the following function:
q(x) = exp{-t^2/(rcx+iw)}*h(t-rcx)*arctan(exp{iw/rcx}/sqrt(1+(w^2/cx)^2))
where :
r,c and w are constants
i = sqrt(-1)
h(t)= fourier transform of dirac - delta function
the integration limits are [-pi,e^(-1)]
Can anyone provide any help? Or, even better, a solution?
Thank you in advance.
Valentina Litvine
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