4D Einstein equations in a general gauge Kaluza–Klein space
Aurel Bejancu, Constantin Călin
Abstract
Aurel Bejancu, Constantin Călin
Abstract
Using the new approach on higher-dimensional Kaluza–Klein theories developed by the first author, we obtain the 4D Einstein equations on a (4 + n)D relativistic gauge Kaluza–Klein space. Adapted frame and coframe fields, adapted tensor fields, and the Riemannian adapted connection, have a fundamental role in the study. The high level of generality of the study, enables us to recover several results from earlier papers on this matter.
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Using the new approach on higher-dimensional Kaluza–Klein theories developed by the first author, we obtain the 4D Einstein equations on a (4 + n)D relativistic gauge Kaluza–Klein space. Adapted frame and coframe fields, adapted tensor fields, and the Riemannian adapted connection, have a fundamental role in the study. The high level of generality of the study, enables us to recover several results from earlier papers on this matter.
Key concepts: Kaluza–Klein theory, Einstein, Physics, Gauge (firearms), Einstein field equations, Mathematical physics, Connection (principal bundle), Tensor (intrinsic definition)