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Journal of Modern Physics 2013

Quantum Gravity and Dark Energy Using Fractal Planck Scaling

DOI: 10.4236/jmp.2013.411A1005, PP. 31-38

L. Marek Crnjac, M. S. El Naschie

Keywords: Scaling the Planck Scale, Quantum Entanglement, Dark Energy, Kaluza-Klein Space-Time, Worm Hole, Action at a Distance, Unruh Temperature, Hawking’s Negative Energy, Black Hole Physics, Cantorian Geometry, Fractals in Physics

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Abstract:

Following an inspiring idea due to D. Gross, we arrive at a topological Planck energy E_p and a corresponding topological Planck length $\"\"$ effectively scaling the Planck scale from esoterically large $\"\"$ and equally esoterically small $\"\"$ numbers to a manageably $\"\"$ where P(H) is the famous Hardy’s probability for quantum entanglement which amounts to almost 9 percent and $\"\"$ Based on these results, we conclude the equivalence of Einstein-Rosen “wormhole” bridges and Einstein’s Podolsky-Rosen’s spooky action at a distance. In turn these results are shown to be consistent with distinguishing two energy components which results in $\"\"$ , namely the quantum zero set particle component $\"\"$ which we can measure and the quantum empty set wave component which we cannot measure $\"\"$ ,

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