The Self Referential Pointless Universe Geometry as the Key to the Resolution of the Black Hole Information Paradox
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- Dvoretzky Theory, Wave-Particle Duality, Von Neumann Pointless And Self Referential Geometry, Cantorian Spacetime, Hartle-Hawking Quantum Wave Of The Universe, Dark Energy, Black Hole Information Paradox, Connes Noncommutative Geometry
- Mohamed S. El Naschie
- Our point of departure in the present paper is the Hartle-Hawking quantum wave of the universe and von Neumann-Connes’ pointless and self referential spacetime geometry as well as the phenomena of surface concentration. We then proceed from there to show, using Dvoretzky’s theorem of volume concentration, that the total energy of the universe is divided into two parts, an ordinary energy very small part which we can measure while most of the energy is concentrated as the second part at the boundary of the holographic boundary which we cannot measure in a direct way. Finally the results are shown to imply a resolution of the black hole information paradox without violating the fundamental laws of physics. In this way the main thrust of the two opposing arguments and views, namely that of Hawking on the one side and Susskind as well as ‘tHooft on the other side are brought to a harmonious unity.
Full text: IJISM_457_Final.pdf