Abstract
The paper is a condensed but accurate account of El Naschie’s theory of Cantorian space-time which was used by him to clarify some major problems in theoretical physics and cosmology. In particular El Naschie’s revision and completion of relativity theory and demystification of dark energy are destined to be two milestones in the history of theoretical physics.
Highlights
A Bird’s Eye View of El Naschie’s Theory of Cantorian Space-TimeIn the following we will attempt to describe the extraordinary work of El Naschie without going into mathematical analysis in detail.The work of Mohamed El Naschie was initially an avant garde scientific framework which opens the door for a new way to view nature as testified for by the collection of papers which he edited with Nobel Laureate Ilya Prigogine [1] and later on a book by him, Ilya Prigogine and Otto Rössler [2]
Bining that with quantum field theory and the standard model of high-energy particle physics El Naschie created around 1990 the nucleus embryonic form of a novel concept for the physical interpretation of space-time [11]
One example definitely worthwhile to be mentioned is the exact relation between the dimensionless Newton constant and the coupling constants at the electro weak unification. He achieves by using symmetry, dimensionality and other topological invariants which he translates from continuous geometry to the transfinite fractal geometry of his theory
Summary
In the following we will attempt to describe the extraordinary work of El Naschie without going into mathematical analysis in detail. Bining that with quantum field theory and the standard model of high-energy particle physics El Naschie created around 1990 the nucleus embryonic form of a novel concept for the physical interpretation of space-time [11] He replaced the space-time continuum by a transfinite fractal set of points in an infinite dimensional space, in particular effectively replacing Euclidean geometry by the geometry of infinite dimensional but hierarchal Cantor set [12,13]. One example definitely worthwhile to be mentioned is the exact relation between the dimensionless Newton constant and the coupling constants at the electro weak unification He achieves by using symmetry, dimensionality and other topological invariants which he translates from continuous geometry to the transfinite fractal geometry of his theory. Wilczek is a proven theorem due to El Naschie’s work
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