Demonstrating the Basic Equivalence of a Wide Class of Fundamental Theories of High Energy Physics and Quantum Cosmology Via Transfinite Number Theoretical Fine-Tuning
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- Golden Mean Harmonization Group, Number Theoretical Fine-Tuning, Equivalence of Certain Fundamental Theories in High Energy Physics and Cosmology, G Thooft Dimensional Renormalization, D Gross Heterotic Superstrings, Non commutative Geometry, Penrose Frac
- Mohamed S. El Naschie
- Using the technique of transfinite harmonization of E-infinity theory, i.e. number theoretical fine-tuning we demonstrate the correctness and basic equivalence of a host of leading fundamental theories of high energy particle physics and quantum cosmology, notably: ‘tHooft-Weltman-Wilson dimensional regularization, Gross et al Heterotic superstrings, loop quantum gravity, von Neumann-Connes pointless noncommutative geometry, Penrose fractal tiling universe and fractal Cantorian spacetime theory. We conclude that the golden mean number system is a quasi-transfinite Turing golden computer that can handle all numbers and non-numbers like zero and infinity in addition to distinguishing between being and nothingness and then ends up with the right exact solution. Thus the work explains cosmic fine tuning via the golden mean number system of nature and constitutes that way a nonconstructive mathematical proof of this fact.
Full text: IJISM_906_FINAL.pdf [Bibtex]