We present two models combining some aspects of the Galilei and the Special Relativity that leads to a unification of both relativities. This unification is founded on a reinterpreta-tion of the absolute time of the Galilei relativity that is considered as a quantity in its own and not as mere reinterpretation of the time of the Special relativity in the limit of low veloc-ity. In the first model, the Galilei relativity plays a prominent role in the sense that the basic kinematical laws of Special relativity, e.g. the Lorentz transformation and the velocity law, follows from the corresponding Galilei transformations for the position and velocity. This first model also provides a new way of conceiving the nature of relativistic spacetime whe...
The underlying basis for the predictions of non-simultaneity and time dilation in relativity theory ...
Abstract Special relativity is based on the apparent contradiction between two pos-tulates, namely, ...
We reveal the frame-exchange space-inversion (FESI) symmetry and the frame-exchange time-inversion (...
As shown earlier, a linear transformation with the same form for the spatial coordinates as the Lore...
Galilean transformation is a set of equations in Galilean relativity that relate the space and time ...
Abstract—Special Relativity is traditionally based on the two postulates introduced in Einstein’s 19...
We propose a parallel introduction to Galilean and Einsteinian relativity based on the causal struct...
We reformulate the Palatini action for general relativity in terms of moving frames that exhibit loc...
The paper commemorates the centenary of the special theory of relativity, which effectively sets the...
We present a new approach to describing transformations between two uniformly accelerated systems, w...
We present a derivation of the transformation rules between inertial systems making no other assumpt...
In this paper, we deeply analysis Einstein's two famous papers that regard special relativity in eve...
The stated reference systems are mathematically defined using three dimensional Cartesian coordinate...
We present a didactic derivation of the special theory of relativity in which Lorentz transformation...
Abstract — It is generally expected from intuition that the electromagnetic force exerted on a charg...
The underlying basis for the predictions of non-simultaneity and time dilation in relativity theory ...
Abstract Special relativity is based on the apparent contradiction between two pos-tulates, namely, ...
We reveal the frame-exchange space-inversion (FESI) symmetry and the frame-exchange time-inversion (...
As shown earlier, a linear transformation with the same form for the spatial coordinates as the Lore...
Galilean transformation is a set of equations in Galilean relativity that relate the space and time ...
Abstract—Special Relativity is traditionally based on the two postulates introduced in Einstein’s 19...
We propose a parallel introduction to Galilean and Einsteinian relativity based on the causal struct...
We reformulate the Palatini action for general relativity in terms of moving frames that exhibit loc...
The paper commemorates the centenary of the special theory of relativity, which effectively sets the...
We present a new approach to describing transformations between two uniformly accelerated systems, w...
We present a derivation of the transformation rules between inertial systems making no other assumpt...
In this paper, we deeply analysis Einstein's two famous papers that regard special relativity in eve...
The stated reference systems are mathematically defined using three dimensional Cartesian coordinate...
We present a didactic derivation of the special theory of relativity in which Lorentz transformation...
Abstract — It is generally expected from intuition that the electromagnetic force exerted on a charg...
The underlying basis for the predictions of non-simultaneity and time dilation in relativity theory ...
Abstract Special relativity is based on the apparent contradiction between two pos-tulates, namely, ...
We reveal the frame-exchange space-inversion (FESI) symmetry and the frame-exchange time-inversion (...