We introduce a fundamental hypothesis identifying quantum vacuum fluctuation with the vague attractor of Kolmogorov, the so-called VAK. This Hamiltonian conterpart of a dissipative attractor is then modelled by e ð1à , topology as a ''limit set'' of a wild dynamics generated by M⬠o obius-like trans
The Cantorian interpretation of high energy physics and the mass spectrum of elementary particles
β Scribed by M.S. El Naschie
- Publisher
- Elsevier Science
- Year
- 2003
- Tongue
- English
- Weight
- 133 KB
- Volume
- 17
- Category
- Article
- ISSN
- 0960-0779
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π SIMILAR VOLUMES
The paper gives an outline of e Γ°1Γ theory in the context of quantum gravity and small world network topology. The so gained insights are subsequently used to elucidate the derivation of the mass spectrum of high energy particles physics.
The paper is a rather informal introduction to the concepts and results of the E-infinity Cantorian theory of quantum physics. The fundamental tools of complexity theory and non-linear dynamics (Hausdorff dimensions, fat fractals, etc.) are used to give what we think to be a new interpretation of hi
The essay outlines the basic conceptual framework of a new space-time theory with application to high energy particle physics. Both achievements and limitations are discussed with direct reference to the mass spectrum problem.
In the present work we give an introduction to the e Γ°1Γ Cantorian space-time theory. In this theory every particle can be interpreted as a scaling of another particle. Some particles are a scaling of the proton and are expressed in terms of / and a 0 . Following the VAK suggestion of El Naschie, th