Quantum Gravity and String Theory

    

Presentation: How Minkowski Four-Force Generalized by Károly Novobatzky Leads to Scalar-Tensor Gravity

Authors: Gy. Szondy

In Special Relativity minkowski four-force is known to be perpendicular to the four-velocity and four-momentum vector. In the ‘50s Károly Novobátzky worked out the generalization of this four-force. We will shortly explain how this formalism can be used to describe conservative fields and how it leads to a Scalar-Tensor gravity that also fits the mathematical background of GPS. We also explain how this Scalar-Tensor gravity related to General Relativity and how can we derive the necessary scalar function (gravitation potential) from the Ricci scalar of the metric tensor. As a final thought we introduce an enhancement of a quantum particle model, where rest mass depends on backgound curvature - explaining the correspondance between gravitation potential and background curvature as revealed in the ST theory above.

Comments: 16 Pages. Presentation of the seminar 2015.04.29 at Eötvö Lorand University (ELTE)

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[v1] 2015-05-17 22:33:27

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