50 citations · 108 across the 3 of their papers we have counts for
3 papers
hep-th2007★ 13 cited
Rapidities and Observable 3-Velocities in the Flat Finslerian Event Space with Entirely Broken 3D Isotropy
George Bogoslovsky
We study the geometric phase transitions that accompany the dynamic rearrangement of vacuum under spontaneous violation of initial gauge symmetry. The rearrangement may give rise t…
gr-qc1998★ 50 cited
On a Possibility of Phase Transitions in the Geometric Structure of Space-Time
G. Yu. Bogoslovsky, H. F. Goenner
It is shown that space-time may be not only in a state which is described by Riemann geometry but also in states which are described by Finsler geometry. Transitions between variou…
gr-qc1997★ 45 cited
A class of anisotropic (Finsler-) space-time geometries
H. F. Goenner, G. Yu. Bogoslovsky
A particular Finsler-metric proposed in [1,2] and describing a geometry with a preferred null direction is characterized here as belonging to a subclass contained in a larger class…