has been cited by the following article(s):
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[1] The golden ratio in Schwarzschild–Kottler black holes
The European Physical Journal C, 2017
[2] Kähler Dark Matter, Dark Energy Cosmic Density and Their Coupling
2016
[3] The Speed of the Passing of Time as Yet Another Facet of Cosmic Dark Energy
2016
[4] Completing Einstein's Spacetime
2016
[5] Cantorian-Fractal Kinetic Energy and Potential Energy as the Ordinary and Dark Energy Density of the Cosmos Respectively
2016
[6] Quantum Disentanglement as the Physics behind Dark Energy
2016
[7] Quantum Dark Energy from the Hyperbolic Transfinite Cantorian Geometry of the Cosmos
Natural Science, 2016
[8] Einstein's Dark Energy via Similarity Equivalence,'tHooft Dimensional Regularization and Lie Symmetry Groups
International Journal of Astronomy and Astrophysics, 2016
[9] Max Planck Half Quanta as a Natural Explanation for Ordinary and Dark Energy of the Cosmos
2016
[10] Dark Energy and its Cosmic Density from Einstein's Relativity and Gauge Fields Renormalization Leading to the Possibility of a New'tHooft Quasi Particle
The Open Astronomy Journal, 2015
[11] From Kantian-Reinen Fernunft to the Real Dark Energy Density of the Cosmos via the Measure Concentration of Convex Geometry in Quasi Banach Spacetime
Open Journal of Philosophy, 2015
[12] A Fractal Rindler-Regge Triangulation in the Hyperbolic Plane and Cosmic de Sitter Accelerated Expansion
Journal of Quantum Information Science, 2015
[13] Hubble Scale Dark Energy Meets Nano Scale Casimir Energy and the Rational of Their T-Duality and Mirror Symmetry Equivalence
World Journal of Nano Science and Engineering, 2015
[14] A Resolution of the Black Hole Information Paradox via Transfinite Set Theory
World Journal of Condensed Matter Physics, 2015
[15] Quantum Fractals and the Casimir-Dark Energy Duality—The Road to a Clean Quantum Energy Nano Reactor
Journal of Modern Physics, 2015
[16] From Kantian-Reinen Vernunft to the Real Dark Energy Density of the Cosmos via the Measure Concentration of Convex Geometry in Quasi Banach Spacetime
2015
[17] Dark energy and its cosmic density from Einstein's relativity and gauge fields renormalization leading to the possibility of a new 'tHooft quasi particle
2015
[18] Rindler space derivation of dark energy
Journal of Modern Physics and Applications, 2014
[19] Pinched Material Einstein Space-Time Produces Accelerated Cosmic Expansion
International Journal of Astronomy and Astrophysics, 2014
[20] Quantum gravity and dark energy using fractal Planck scaling
Journal of Modern Physics, 2013
[21] Determining the missing dark energy density of the cosmos from a light cone exact relativistic analysis
Journal of Physics, 2013
[22] Experimentally Based Theoretical Arguments that Unruh's Temperature, Hawkings's Vacuum Fluctuation and Rindler's Wedge Are Physically Real
American Journal of Modern Physics, 2013
[23] Dark energy explained via the Hawking-Hartle quantum wave and the topology of cosmic crystallography
International Journal of Astronomy and Astrophysics, 2013
[24] A Rindler-KAM spacetime geometry and scaling the Planck scale solves quantum relativity and explains dark energy
International Journal of Astronomy and Astrophysics, 2013
[25] An Invitation to El Naschie's Theory of Cantorian Space-Time and Dark Energy
International Journal of Astronomy and Astrophysics, 2013
[26] Experimentally based theoretical arguments that Unruh's temperature, Hawking's vacuum fluctuation and Rindler's wedge are physically real
2013