In Christopher Bairds supplementary notes on the Uniqueness of Maxwell Equations, he says that in full generality one needs 24 boundary conditions to uniquely determine a solution of Maxwells equations. However, I have never actually seen a problem requiring 24 conditions. Are there are any simple examples where one can clearly see this?
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I could count up to 10, not sure if the other are some smooth derivative conditions or something like that... – Mauricio May 20 '22 at 20:04