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An extended scale relativity theory, actively developed by one of the authors, incorporates Nottale's scale relativity principle where the Planck scale is the minimum impassible invariant scale in… (More)

Abstract It is explicitly shown that within the framework of the New Relativity Theory, some Quantum Mechanical Paradoxes like the Einstein–Rosen Podolsky and the Black Hole Information Loss, are… (More)

A new relativity theory, or more concretely an extended relativity theory, actively developed by one of the authors incorporated 3 basic concepts. They are the old idea of Chew about bootstrapping,… (More)

A study is made on the resonance of Alfven waves in a coronal loop excited at its footpoints by the photospheric convective motion. The driving velocity field at the footpoints is modeled by random… (More)

A method is described for calculating the heat generated in a quantum computer due to loss of quantum phase information. Amazingly enough, this heat generation can take place at zero temperature. and… (More)

A Cantorian fractal spacetime, a family member of von Neumann's noncommutative geometry is introduced as a geometry underlying a new relativity theory which is similar to the relation between general… (More)

- Alex T. Granik
- 1986

The supersonic flow of the ultrarelativistic fluid around a circular cone is considered. This flow is described by the equation identical to the Taylor–Maccoll [Proc. R. Soc. London Ser. A 139, 278 I… (More)

- Alex T. Granik
- 1983

The damping process for ultrarelativistic plane, cylindrical, and spherical waves is studied with the help of a model of the asymptotic degeneration of the shock wave in a quasi‐acoustic wave. Simple… (More)

It is traditionally believed that the Lorentz transformations (LT) and Einstein's theorem of velocity addition (ETVA), underlying special relativity, cannot be obtained from non-relativistic… (More)