Physical Consequences of Moving Faster than Light in Empty Space

Leonid Ya. Kobelev

paper

Physical Consequences of Moving Faster than Light in Empty Space

arXiv:gr-qc/0001043

Abstract

Physical phenomena caused by particle's moving faster than light in a space with multifractal time with dimension close to integer ( $d_{t} = 1 + ε (r (t), t), ∣ ε ∣ ≪ 1$ - time is almost homogeneous and almost isotropic) are considered. The presence of gravitational field is taken into account. According to the results of the developed by the author theory, a particle with the rest energy $E_{0}$ would achieve the velocity of light if given the energy of about $E \sim 1 0^{3} E_{0}$

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