Equivalence between an extension of teleparallelism to a Weyl geometry and general relativity
arXiv:1401.7500 · doi:10.1007/s10773-014-2003-2
Abstract
Recently, an extension of teleparallelism to a Weyl geometry which allows us to easily establish conformal invariance and "geometrize" electromagnetism has been presented. In this paper, I extend a result which concerns the existence of the Schwarzschild solution to a particular class of this extension. In addition, I obtain the field equations of some models based on this extension, including the one which is equivalent to Einstein's field equations with a massless scalar field.
10 pages