View source for Convention in the Definition of Geometry of Space-Time

{{Infobox paper
| title = Convention in the Definition of Geometry of Space-Time
| author = [[R G Zaripov]]
| keywords = [[simultaneity]], [[geometry relativity]], [[transformation]]
| published = 2000
| journal = [[Galilean Electrodynamics]]
| volume = 11
| number = 4
| pages = 63-68
}}

==Abstract==

A hundred years ago, Poincar? pointed out that relativistic mechanics can be described within different geometries of space-time.  This paper assumes the signal method of clock synchronization in pseudo-Euclidean, Euclidean and Galilean geometries, and obtains transformations of coordinates and time for these geometries under general nonstandard clock synchronization.

[[Category:Scientific Paper|convention definition geometry space-time]]

[[Category:Relativity|convention definition geometry space-time]]