Authors: Peter Cameron
The eight geometric objects of the electron impedance model, as fortuitous happenstance would have it, are those of the 3D Pauli subalgebra of the geometric interpretation of Clifford algebra. Given that impedance is a measure of the amplitude and phase of opposition to the flow of energy, and that quantum phase is the gauge parameter in quantum mechanics, one might consider an approach in which elements of an electron gauge group would be the phase shifters, the impedances of interactions between these geometric objects. The resulting 4D Dirac algebra is briefly examined in relation to the E8 exceptional Lie group.
Comments: 6 Pages.
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