Path and Path Deviation equations of Fractal Space-Times: A Brief Introduction

Details Path and Path Deviation equations of Fractal Space-Times: A Brief Introduction Path and Path Deviation equations of Fractal Space-Times: A Brief Introduction

2008-05-29

arxiv.org/abs/0805.4467v2

Physics

Quantum Physics

4 pages, no figures, talk delivered at the IAU Regional Meeting, April 5-10 2008, Cairo; typo corrected

Scientific paper

The idea that the quantum space-time of microphysics may be fractal everywhere was intensively investigated recently, and several authors have presented the geodesic equations of different fractal space - times. In the present work we obtain the geodesic and the geodesic deviation equations in fractal space-times by using the Bazanski method. We also extend this approach to obtain the equations of motion for spinning and spinning charged particles in the above-mentioned spaces, in a similar way to their counterparts in Riemannian geometry.

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