235(10): Spin Torsion and Vector Connection for Plane Polar Coordinates

This is the final note for UFT235, in which Cartan geometry is extended to include tetrads and connections defined by ordinary coordinate systems such as the plane polar. These are developments in fundamental mathematics and physics. Usually when there a lot of notes for a paper, ideas are being developed rapidly. So now I will write up UFT235 to summarize the main results of the notes. It is of key importance to study the background notes along with each UFT paper. There are well over a thousand background notes now available in the UFT section of www.aias.us. In the next paper UFT236 an unsolved problem in dynamics will be addressed using the new fundamental methods of UFT235, which is another very simple refutation of Einsteinian general relativity because the torsion for the plane polar coordinates is non zero, the connection is not symmetric. The same will be true for all coordinate systems in any dimension. EGR incorrectly uses a symmetric connection.

a235thpapernotes10.pdf