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The mathematical representation of physical objects and relativistic Quantum Mechanics
Enrique Ordaz Romay
The mathematical representation of the physical objects determines which mathematical branch will be applied during the physical analysis in the systems studied. The difference amo…
The action as a differential n-form and the analytic deduction of the nuclear potentials
Enrique Ordaz Romay
All the natural forces act through potential fields. Both, the electromagnetic vector potential and the gravitational potential of the general relativity are usually deduced starti…
The Linear Momentum as a Tensor Function
Enrique Ordaz Romay
At present, whenever we work in newtonian mechanics we consider momentum to be a three-dimensional vector or a 4-dimensional one when we work in relativistic mechanics. However, th…
Causality and time-space evolution of physical systems
Enrique Ordaz Romay
All physical process are subject to some laws which determine with math accurately its time-space evolution. These laws are described, in the last analysis for the principle of cau…
Causality, light speed constancy and local action principle
Enrique Ordaz Romay
In 1905 A. Einstein, from the experiments of Michelson and Morley in 1887, enunciates the light speed constancy principle in the inertial frames of reference. However, this princip…
Tensorial origin of the action function, nexus between Quantum physics and General Relativity
Enrique Ordaz Romay
The analytic physics, when it is development from aprioristic form, constructs all the laws from the Hamilton principle, also called action principle. According to this principle a…