**Subject:** The Error in Riemann Geometry

**Date:** Tue, 28 Apr 2009 10:30:54 EDT

This is the arbitrary assumption that torsion is zero. It led to the wrong assumption of symmetric connection. A symmetric connection cannot be generated by an antisymmetric commutator, QED. The habit that crept into things in the twentieth century was to forget the torsion and to forget the fact that the connection is generated directly by the commutator. So there was no indication in teh absence of torsion that the connection must be antisymmetric. This worked itself into the disaster that is modrn comsology. At AIAS / TGA we have already proposed a satisfactory cosmology based on torsion (ECE source papers on _www.aias.us_ (http://www.aias.us) ). This is elucidated further in proof one. We have:

[Dmu, Dnu] V sup rho = – gamma sup lambda mu nu D sub lambda V sup rho + ………..

and the mu nu symmetry must be the same on both sides. It cannot be symmetric. In the twentieth century the RHS term was erroneously left out, and it was assumed erroneously that the connection is symmetric.

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