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I think I've worked with some form of all of these, except for Euler's polyhedra formula. The only wrong thing I could find is that the lower integration limit on the Fourier transform should be negative infinity. And the Maxwell eqn's given here are for the specific case of in a vacuum. As for Black-Scholes, it's a different form of differential equation than Schrodinger's, so the functions that are solutions to each are quite different.