Deduce that all eigenvalues of the following Sturm-Liouville problem are simple: (py')'+ qy = 0; a1y(a) + a2y'(a) = 0; b1y(b) + b2y'(b) = 0 can you give some hints to solve this please? thanks
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The boundary conditions forbid any two common eigenfunctions from being linearly independent.
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