Add to ORKGThe projector operator formalism is used to deduce the relationships between all the quantities involved in the high velocity frame transformations obeying suitable kinematical and symmetry conditions. A characterization of Marinov transformation is pointed out in terms of the spatial transformation matrix and its inverse
A new matrix method developed by the authors, suitable for easy recognition of the kinematic charact...
In this paper, a discussion is undertaken concerning the use of so-called floating frames of referen...
Simple and convenient formulae are derived which describe the transformation of a multipolar expansi...
Frame transformations between inertial observers can be conveniently analyzed by introducing a suita...
General frame transformations between inertial observers are simplified by imposing three kinematica...
The views and conclusions expressed in this document are those of the author and should not be inter...
The Galilean transformation, relating the velocities of a particle observed in two different frames ...
The recently proposed plane-to-vortex beam optical transformation is discussed. The matrix relation ...
The transformation of coordinates and time from an inertial frame to another inertial frame is obta...
This paper contains a computational analysis and comparison of various representations of a general ...
This paper contains a computational analysis and comparison of various representations of a general ...
A discussion of the proper homogeneous Lorentz transformation operator eL = exp[−ω·S−ξ·K] is given w...
The most important and additionally intuitive assumptions and properties of 2D and 3D perspective tr...
This text discusses the use of transformation matrices to determine the motion equations of the comp...
In the article, the whole class of time and position transformations was derived. These transformati...
A new matrix method developed by the authors, suitable for easy recognition of the kinematic charact...
In this paper, a discussion is undertaken concerning the use of so-called floating frames of referen...
Simple and convenient formulae are derived which describe the transformation of a multipolar expansi...
Frame transformations between inertial observers can be conveniently analyzed by introducing a suita...
General frame transformations between inertial observers are simplified by imposing three kinematica...
The views and conclusions expressed in this document are those of the author and should not be inter...
The Galilean transformation, relating the velocities of a particle observed in two different frames ...
The recently proposed plane-to-vortex beam optical transformation is discussed. The matrix relation ...
The transformation of coordinates and time from an inertial frame to another inertial frame is obta...
This paper contains a computational analysis and comparison of various representations of a general ...
This paper contains a computational analysis and comparison of various representations of a general ...
A discussion of the proper homogeneous Lorentz transformation operator eL = exp[−ω·S−ξ·K] is given w...
The most important and additionally intuitive assumptions and properties of 2D and 3D perspective tr...
This text discusses the use of transformation matrices to determine the motion equations of the comp...
In the article, the whole class of time and position transformations was derived. These transformati...
A new matrix method developed by the authors, suitable for easy recognition of the kinematic charact...
In this paper, a discussion is undertaken concerning the use of so-called floating frames of referen...
Simple and convenient formulae are derived which describe the transformation of a multipolar expansi...