Quantum Gravity and String Theory

    

A Pure Geometric Approach to Derive Quantum Gravity from General Relativity

Authors: György Szondy

It is well known, that “one of the deepest problems in theoretical physics is harmonizing the theory of general relativity […] with quantum mechanics”. In our study we dig deep to the principles of general relativity, collected results of different approaches and attempts, and tried to assemble the pieces from well-known textbooks according to the preferred approach of Lorenz and Poincaré, and finally we examined the results on the basis of fundamental principles of quantum mechanics. Using this method we succeeded in finding the correlation between the static geometry and the gravitational potential (that was given up by Brans and Dicke in 1961), and with the help of a simple quantum-particle model we found the interaction of the geometry and the matter, thus a kind of mechanism of a possible quantum gravity. In this paper we share the basic steps and the main results of the study.

Comments: 12 Pages. Original submission to arXiv.org/gr-qc at 2008.12.28, Abstract rewritten.

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Submission history

[v1] 2013-12-28 11:33:03

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