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    Green's function for Cauchy-Euler equidimensional equation

    Hi, I am trying to compute the Green's function for a Cauchy-Euler equidimensional equation, \frac{d^2G}{dx^2}+\frac{a}{(x-x_c)^2}G=A_1\delta(x-x') If the impulse is located at a location x'\neq x_c then computation of Green's function is not an issue. What happens when x'= x_c ...
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