Subject: Some More Proofs
Date: Thu, 29 Nov 2007 09:57:00 EST
In the review paper 100 I am dotting all the i’s and standardising notations etc, and will give some proofs tomorrow of the fact that if D ^ T := R ^ q then D ^ T tilde := R tilde ^ q. Looking at these identities it is already fairly obvious that the Christoffel symbol cannot be right, because it gives R ^ q = 0, T = 0, T tilde = 0, but R tilde ^ q not zero. This was overlooked by the standard model bunch because it has not been realized until now that D ^ T = R ^ q has a well defined Hodge dual. These are all fundamental advances made in pure geometry.