Calculus Question

<p>I got one,</p>

<p>Derive a theorem to solve whether a PDE (partial diff eq), whose boundaries are given by R^n (dirichlet problem), is continuously differentiable within the interior, continuous on the boundary, and whose solution, if existing, is unique?</p>

<p>I bet none of you can do that... I mean cmon, only like some genius, siemens westinghouse winner could do that</p>

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<p>Haha, I believe this may in fact be the correct solution.</p>

<p>hahahaha yes, only Michael Viscardi could solve the Dirichlet problem!! :D</p>