All finite element methods, as well much of the Hilbert-space theory for partial differential equations, rely on variational formulations, that is, problems type: find u?V such a(v,u)=l(v) each v?L, where V,L are Sobolev spaces. However, systems Friedrichs type, there is a sharp disparity between established well-posedness theories, which not variational, and very successful discontinuous Galer...