**Subject:** Plans for Paper 131

**Date:** Mon, 27 Apr 2009 04:21:11 EDT

This paper is planned to develop the consequences for electromagnetism of paper 122 and proof one on _www.aias.us_ (http://www.aias.us) , where it was shown that the connection in Riemann geometry is anti-symmetric as a direct consequence of the antisymmetry of the commutator of covariant derivatives. The electromagnetic field in ECE theory is directly proportional to the torsion. In O(3) electrodynamics the concept of commutator of covariant derivatives is also used to generate the electromagnetic field (see Omnia Opera papers from 1992 onwards), and in U(1) electrodynamics a special case of the commutator is used. On the simplest U(1) level (which is however obsolete in many ways), paper 122 implies new symmetry relations such as

partial sub nu A mu = – partial sub mu A nu

which work their way into all aspects of electrical engineering. In the obsolete standard model such relations are missing entirely, so a lot of information is missed, notably new constraints between the scalar and vector potentials.

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