Einstein and transport synchronizations of infinitesimally spaced and distant clocks are considered in a general Riemannian space-time. It is shown that infinitesimally spaced clocks can always be synchronized. In general one can not find observers for whom distant clock are Einstein synchronized but transport synchronized observers do always exit. Whenever both procedures are possible, they are equivalent.
M. R. H Khajehpour, and R. Mansouri, (2019). On synchronization of clocks in general space-times. Iranian Journal of Physics Research, 5(3), 159-159.
MLA
M. R. H Khajehpour, , and R. Mansouri, . "On synchronization of clocks in general space-times", Iranian Journal of Physics Research, 5, 3, 2019, 159-159.
HARVARD
M. R. H Khajehpour , R. Mansouri (2019). 'On synchronization of clocks in general space-times', Iranian Journal of Physics Research, 5(3), pp. 159-159.
CHICAGO
M. R. H Khajehpour and R. Mansouri, "On synchronization of clocks in general space-times," Iranian Journal of Physics Research, 5 3 (2019): 159-159,
VANCOUVER
M. R. H Khajehpour , R. Mansouri On synchronization of clocks in general space-times. Dear user; Recently we have changed our software to Sinaweb. If you had already registered with the old site, you may use the same USERNAME but you need to change your password. To do so at the first use, please choose, 2019; 5(3): 159-159.
