activity
20042020
most citedLorentz symmetry violation without violation of relativistic symmetry

47 citations · 125 across the 7 of their papers we have counts for

collaborators

8 papers

gr-qc2020★ 1 cited

DISIMb(2) Local Relativistic Symmetry and Finslerian Extension of the Theory of Relativity

George Yu. Bogoslovsky

Finslerian extension of the theory of relativity implies that space-time can be not only in an amorphous state which is described by Riemann geometry but also in ordered, i.e. crys…

gr-qc2013

On relativistic symmetry of Finsler spaces with mutually opposite preferred directions

G. Yu. Bogoslovsky

It is shown that in Minkowski space there exist transformations of the coordinates of events alternative to the 3-parameter Lorentz boosts. However, in contrast to the boosts, they…

hep-th2012

Dynamic rearrangement of vacuum and the phase transitions in the geometric structure of space-time

George Yu. Bogoslovsky

It is shown that in the case of spontaneous breaking of the original gauge symmetry, a dynamic rearrangement of vacuum may lead to the formation of some anisotropic condensates. Th…

gr-qc2011★ 16 cited

Geometrical Models of the Locally Anisotropic Space-Time

V. Balan, G. Yu. Bogoslovsky, S. S. Kokarev +3

Along with the construction of non-Lorentz-invariant effective field theories, recent studies which are based on geometric models of Finsler space-time become more and more popular…

gr-qc2007★ 11 cited

Some physical displays of the space anisotropy relevant to the feasibility of its being detected at a laboratory

George Bogoslovsky

The impact of local space anisotropy on the transverse Doppler effect is examined. Two types of laboratory experiments aimed at seeking and measuring the local space anisotropy are…

math-ph2005★ 10 cited

Subgroups of the Group of Generalized Lorentz Transformations and Their Geometric Invariants

G. Yu. Bogoslovsky

It is shown that the group of generalized Lorentz transformations serves as relativistic symmetry group of a flat Finslerian event space. Being the generalization of Minkowski spac…