Difference between revisions of "Motion and kinetic phenomena"

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== Definition ==
 
== Definition ==
 
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It is the condition of a region of the [[Elementary Field]] where the distribution of the stochastic fluctuations ([[Elementary Events]]) that make up the [[Elementary Action]] shows an orientation towards one direction. So, in a space-time domain, as for a particle of matter or for radiation, we can identify “'''divergence'''”, a particular form of the correlation of the distributions of the elementary perturbations of the point-events that compose that domain (Translation).
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This is the '''root of motion phenomena'''.
  
 
== Common definition  ==
 
== Common definition  ==

Revision as of 21:38, 6 September 2021

Definition

It is the condition of a region of the Elementary Field where the distribution of the stochastic fluctuations (Elementary Events) that make up the Elementary Action shows an orientation towards one direction. So, in a space-time domain, as for a particle of matter or for radiation, we can identify “divergence”, a particular form of the correlation of the distributions of the elementary perturbations of the point-events that compose that domain (Translation).

This is the root of motion phenomena.

Common definition

(Link to Wikipedia page: Motion).

Description

Motion is a state, a property of the Elementary Field. It is the state of a space-time domain in which the distribution of the stochastic perturbations that constitute the Elementary Action is oriented towards one direction. Thus, in a space-time domain, as for a particle of matter or for radiation, we can identify "divergence", a particular form of correlation of the distributions of elementary perturbations (Translation) of the event points that make up this domain. This is the root of the phenomena of motion.

See also

Links to the related sections of the TFNR Paper

Classification