Quantum Mechanics as a Reactive Probabilistic System ()
ABSTRACT
In this paper, we present
the quantum mechanics as a reactive system. To show this, “holography” is introduced as a reactive system. Illumination of the
object and reference beam create sources (hologram) that are activated by the same reference beam, which is reacted in a way to
produce the image. Controlled chemical system reacts to the external or internal change generated new sources (chemical product) that diffuse in the body environment, and establishes a new equilibrium. The droplets bouncing on a vertical vibrating fluid
bath that simulates the main quantum phenomena is a reactive system between droplets and
vibrating fluid. It is shown that quantum mechanics is a probabilistic reactive
system between quantum potential and pseudo kinetic energy in which an integral
is the Fisher information. Information and probability are the key points in quantum mechanics. Quantum mechanics can be built by only the
probability normalization properties and associated information without assuming any other
hypothesis. With joint probability and Fisher information by Euler Lagrange
equation, we can find the quantum potential and the continuity equation. With only
probability approach, it is possible to give a meaning to the Schrodinger
equation without any thermo-dynamical model of quantum mechanics. The reactive
system can be denoted as a morphogenetic system where the form is generated by
some designed rules or properties.
Share and Cite:
Resconi, G. , Patro, S. and Amrit, S. (2019) Quantum Mechanics as a Reactive Probabilistic System.
Journal of Applied Mathematics and Physics,
7, 686-701. doi:
10.4236/jamp.2019.73048.