Fuzzy Dodecahedron topology and E-infinity spacetime as a model for quantum physics

El Naschie MS

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Fuzzy Dodecahedron topology and E-infinity spacetime as a model for quantum physics

机译：模糊十二面体拓扑和E无限时空作为量子物理学的模型

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The geometry of classical platonic solids and their generalization to four-dimensional fuzzy polytopes are considered. Subsequently it is shown how the so obtained relationships and the associated symmetry groups are related to high energy particle physics. In particular the topology of a fuzzy Dodecahedron and four-dimensional polytopes are used to give information about the elementary particles content of the standard model of high energy physics. (c) 2006 Elsevier Ltd. All rights reserved.

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《Chaos, Solitons and Fractals: Applications in Science and Engineering: An Interdisciplinary Journal of Nonlinear Science》 |2006年第5期|共9页
作者
El Naschie MS;
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正文语种 eng
中图分类微分方程、积分方程;
关键词
MATHEMATICAL PHYSICS; NONLINEAR DYNAMICS; PREREQUISITES; PARTICLE; GEOMETRY; UNIVERSE;

机译：数学物理;非线性动力学;前提;粒子;几何;宇宙;

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1. Fuzzy Dodecahedron topology and E-infinity spacetime as a model for quantum physics [J] . El Naschie MS Chaos, Solitons and Fractals: Applications in Science and Engineering: An Interdisciplinary Journal of Nonlinear Science . 2006,第5期

机译：模糊十二面体拓扑和E无限时空作为量子物理学的模型
2. E-Infinity Dualities, Discontinuous Spacetimes, Xonic Quantum Physics and the Decisive Experiment [J] . Jean-Paul Auffray Journal of Modern Physics . 2014,第15期

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Fuzzy Dodecahedron topology and E-infinity spacetime as a model for quantum physics

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