Finsler geometry in GTR in the presence of a velocity dependent gauge field

Authors

  • Gyorgy Darvas Symmetrion and Institute for Research Organisation of the Hungarian Academy of Sciences, Hungary

Keywords:

Gauge field, Finsler geometry, Conserved quantity

Abstract

Fields around their source determine a curved geometry. Velocity-dependent phenomena in these fields involve a curvature tensor, whose elements depend on the value and the direction of the velocity of the source of the interaction gauge field, as observed from the reference frame of the matter field. This double (space-time and velocity) dependency of the curvature requires the field to follow a Finsler geometry.

Author Biography

Gyorgy Darvas, Symmetrion and Institute for Research Organisation of the Hungarian Academy of Sciences, Hungary

 18, N´ador St., Budapest, H-1051 

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Published

2013-01-17

Issue

Section

MATHEMATICS