Detail publikace

El Naschie's Golden Field Theory and Fractal - Cantorian Physics

Originální název

El Naschie's Golden Field Theory and Fractal - Cantorian Physics

Anglický název

El Naschie's Golden Field Theory and Fractal - Cantorian Physics

Jazyk

en

Originální abstrakt

In this contribution the coherence between the El Naschie's golden field theory of high energy particles in the space-time and the adequate fractal-Cantorian models in E-dimensional Euclidean (or pseudo-Euclidean space) is described. The relations between the golden mean value and the fractal dimensions of energy and density of energy in space are described. For all the cases the inverse coupling constants important for studying of particle or matter properties were defined.

Anglický abstrakt

In this contribution the coherence between the El Naschie's golden field theory of high energy particles in the space-time and the adequate fractal-Cantorian models in E-dimensional Euclidean (or pseudo-Euclidean space) is described. The relations between the golden mean value and the fractal dimensions of energy and density of energy in space are described. For all the cases the inverse coupling constants important for studying of particle or matter properties were defined.

BibTex


@inproceedings{BUT28743,
  author="Oldřich {Zmeškal} and Martin {Vala} and Martin {Weiter}",
  title="El Naschie's Golden Field Theory and Fractal - Cantorian Physics",
  annote="In this contribution the coherence between the El Naschie's golden field theory of high energy particles in the space-time and the adequate fractal-Cantorian models in E-dimensional Euclidean (or pseudo-Euclidean space) is described. The relations between the golden mean value  and the fractal dimensions of energy and density of energy in space are described. For all the cases the inverse coupling constants important for studying of particle or matter properties were defined.",
  address="Novotný, Brno",
  booktitle="Proceeding of the conference New Trends in Physics 2007",
  chapter="28743",
  institution="Novotný, Brno",
  year="2007",
  month="november",
  pages="193--198",
  publisher="Novotný, Brno",
  type="conference paper"
}