Add to ORKGWithin the possible role of fractal geometry in scaling electrodynamics ’ fundamentals, the “superfluous leptons ” part of the particle generations problem is touched upon, as far as the mass scale is concerned
In this paper we attempt to answer the question: can cosmic acceleration of the universe have a frac...
As of today, the mechanism underlying the generation of mass scales in field theory remains elusive....
Fractal geometry is revolutionizing the descriptive mathematics of applied materials systems. Rather...
Extending our previous tentative & heuristic work on the possible role of fractal geometry (unde...
A numerical analysis of elementary particle masses on the logarithmic number line reveal...
The paper presents a fractal scaling model of a chain system of quantum harmonic oscil...
This brief note points out that classical Maxwell equations on fractal distributions can accommodate...
Invited talk at the XXI International Baldin Seminar on High Energy Problems, Sept. 2012, JINR Dubna...
Abstract: A fractal model of the cosmos is presented in terms of distinct orders of universes, part...
The perturbative approach to QCD has been shown to be limited, and the difficulties to obtain accura...
This first article, in a series of five, introduces Fractal Physics Theory, which is founded on exte...
A fractal particle is a three-dimensional (3D) standing wave (SW) superimposed on much smaller fract...
Abstract: We present an intriguing and precise interplay between algebraic geometry and the phenomen...
A fractal particle is a three-dimensional, standing-wave pattern. This paper examines how fractal pa...
Many recent researches have investigated the deviations from the Friedmannian cosmological model, as...
In this paper we attempt to answer the question: can cosmic acceleration of the universe have a frac...
As of today, the mechanism underlying the generation of mass scales in field theory remains elusive....
Fractal geometry is revolutionizing the descriptive mathematics of applied materials systems. Rather...
Extending our previous tentative & heuristic work on the possible role of fractal geometry (unde...
A numerical analysis of elementary particle masses on the logarithmic number line reveal...
The paper presents a fractal scaling model of a chain system of quantum harmonic oscil...
This brief note points out that classical Maxwell equations on fractal distributions can accommodate...
Invited talk at the XXI International Baldin Seminar on High Energy Problems, Sept. 2012, JINR Dubna...
Abstract: A fractal model of the cosmos is presented in terms of distinct orders of universes, part...
The perturbative approach to QCD has been shown to be limited, and the difficulties to obtain accura...
This first article, in a series of five, introduces Fractal Physics Theory, which is founded on exte...
A fractal particle is a three-dimensional (3D) standing wave (SW) superimposed on much smaller fract...
Abstract: We present an intriguing and precise interplay between algebraic geometry and the phenomen...
A fractal particle is a three-dimensional, standing-wave pattern. This paper examines how fractal pa...
Many recent researches have investigated the deviations from the Friedmannian cosmological model, as...
In this paper we attempt to answer the question: can cosmic acceleration of the universe have a frac...
As of today, the mechanism underlying the generation of mass scales in field theory remains elusive....
Fractal geometry is revolutionizing the descriptive mathematics of applied materials systems. Rather...