The path integral of Feynman and "information modelling" of processes and systems

TL;DR

This paper explores the application of Feynman's path integral to information processes, using physical analogies and Poincare group symmetries to model information space-time transitions.

Contribution

It introduces a novel approach to model information processes with Feynman's path integral and invariant velocity, linking physical analogies to information space-time.

Findings

Path integral method applied to information processes

Use of Poincare group for information frame transitions

Invariant velocity concept for information transfer

Abstract

The given article example of physical analogies to be entered information space-time. The opportunity of Poincare group use is shown for transition from one frame in another, for this purpose is entered invariant velocity of transition of the information. For calculation of information processes probability amplitudes is offered using path integral of Feynman.