"A Rindler-KAM Spacetime Geometry and Scaling the Planck Scale Solves Quantum Relativity and Explains Dark Energy"
written by Mohamed S. El Naschie,
published by International Journal of Astronomy and Astrophysics, Vol.3 No.4, 2013
has been cited by the following article(s):
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[18] Hubble Scale Dark Energy Meets Nano Scale Casimir Energy and the Rational of Their T-Duality and Mirror Symmetry Equivalence
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[19] From Kantian-Reinen Vernunft to the Real Dark Energy Density of the Cosmos via the Measure Concentration of Convex Geometry in Quasi Banach Spacetime
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[20] Mathematical models and methods in dark energy theory: Dvoretzky''s theorem, Casimir effect, Mobius geometry
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[24] Einstein's General Relativity and Pure Gravity in a Cosserat and De Sitter-Witten Spacetime Setting as the Explanation of Dark Energy and Cosmic Accelerated …
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[26] Why E Is Not Equal to mc2
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[27] Capillary Surface Energy Elucidation of the Cosmic Dark Energy--Ordinary Energy Duality
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[28] Casimir-Like Energy as a Double Eigenvalue of Quantumly Entangled System Leading to the Missing Dark Energy Density of the Cosmos
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[29] Logarithmic running of 't Hooft-Polyakov monopole to dark energy
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[30] Cosserat-Cartan modification of Einstein-Riemann relativity and cosmic dark energy density
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[31] Asymptotically safe pure gravity as the source of dark energy of the vacuum
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[38] From Chern-Simon, Holography and Scale Relativity to Dark Energy
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[39] Einstein’s General Relativity and Pure Gravity in a Cosserat and De Sitter-Witten Spacetime Setting as the Explanation of Dark Energy and Cosmic Accelerated Expansion
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[40] Cosmic Dark Energy from 't Hooft's Dimensional Regularization and Witten's Topological Quantum Field Pure Gravity
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[41] Casimir-like energy as a double Eigenvalues of quantumly entangled system leading to the missing dark energy density of the cosmos
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[42] The measure concentration of convex geometry in a quasi Banach spacetime behind the supposedly missing dark energy of the cosmos
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