Add to ORKGThe stated reference systems are mathematically defined using three dimensional Cartesian coordinates and sets of functions, and then systematically developed and contrasted. The linearity of the Lorentz transformation equations for special relativity is shown to follow directly from the definition of a Galilean inertial reference system
Galilean transformation is a set of equations in Galilean relativity that relate the space and time ...
After a short review of experimental foundations of metric theories of gravity, the choice of genera...
We present two models combining some aspects of the Galilei and the Special Relativity that leads to...
The stated reference systems are mathematically defined using three dimensional Cartesian coordinate...
Abstract. Transformation equations for the space-time coordinate, for the momentum and the energy an...
In this paper we scrutinize the so called Principle of Local Lorentz Invariance (PLLI) that many aut...
A simplified and then general demonstration is presented here showing that the transformation formul...
In General Relativity, the terms ‘reference frame’ and ‘coordinate system’ must be distinguished. Th...
We give a precise and modern mathematical characterization of the Newtonian spacetime structure (ℕ)....
When time is an independent variable, the time is physical time, which is defined by physics; when t...
We present a didactic derivation of the special theory of relativity in which Lorentz transformation...
In this paper the concept of locally inertial reference frames (LIRFs) in Lorentzian and Riemann-Car...
Abstract The perception of events in two inertial reference frames in relative motion was analyzed f...
As shown earlier, a linear transformation with the same form for the spatial coordinates as the Lore...
Uniformly accelerated reference systems are obtained. They are described by two types of metrics wit...
Galilean transformation is a set of equations in Galilean relativity that relate the space and time ...
After a short review of experimental foundations of metric theories of gravity, the choice of genera...
We present two models combining some aspects of the Galilei and the Special Relativity that leads to...
The stated reference systems are mathematically defined using three dimensional Cartesian coordinate...
Abstract. Transformation equations for the space-time coordinate, for the momentum and the energy an...
In this paper we scrutinize the so called Principle of Local Lorentz Invariance (PLLI) that many aut...
A simplified and then general demonstration is presented here showing that the transformation formul...
In General Relativity, the terms ‘reference frame’ and ‘coordinate system’ must be distinguished. Th...
We give a precise and modern mathematical characterization of the Newtonian spacetime structure (ℕ)....
When time is an independent variable, the time is physical time, which is defined by physics; when t...
We present a didactic derivation of the special theory of relativity in which Lorentz transformation...
In this paper the concept of locally inertial reference frames (LIRFs) in Lorentzian and Riemann-Car...
Abstract The perception of events in two inertial reference frames in relative motion was analyzed f...
As shown earlier, a linear transformation with the same form for the spatial coordinates as the Lore...
Uniformly accelerated reference systems are obtained. They are described by two types of metrics wit...
Galilean transformation is a set of equations in Galilean relativity that relate the space and time ...
After a short review of experimental foundations of metric theories of gravity, the choice of genera...
We present two models combining some aspects of the Galilei and the Special Relativity that leads to...