Hi All ; I need the solution of the following question: Show that the green's function for the Bessel operator of order n $\displaystyle L_{y}=(d/ds)(s dy/ds)-(n^2/s)y , n\not =0$ with the end conditions $\displaystyle y(0)=y(1)=0$
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So are you trying to verify that a given function is indeed the Green's function of this operator, or are you trying to construct it from scratch?
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