Quantum Gravity and Dark Energy Using Fractal Planck Scaling

作者: M. S. El Naschie , L. Marek Crnjac

DOI: 10.4236/JMP.2013.411A005

关键词:

摘要: Following an inspiring idea due to D. Gross, we arrive at a topological Planck energy Ep and a corresponding topological length effectively scaling the scale from esoterically large equally esoterically small numbers to manageably where P(H) is famous Hardy’s probability for quantum entanglement which amounts almost 9 percent Based on these results, conclude equivalence of Einstein-Rosen “wormhole” bridges and Einstein’s Podolsky-Rosen’s spooky action distance. In turn results are shown be consistent with distinguishing two components which results in , namely quantum zero set particle component can measure empty set wave cannot , i.e. missing dark energy. Together the add E total energy, m mass c speed light. other words, present new derivation of world’s most celebrated formula explains one stroke most puzzling problems physics relativistic cosmology, namely the physicomathematical meaning wave function nature energy. In essence they are same when looked upon from view point of quantum-fractal geometry.

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