HOME PAGE

CHARRETON RAOUL LOUIS

born 1924, Aveyron, France

Mathematician and Economist

R. Charreton is graduate University of Toulouse (General mathematics, differential and integral calculus) and "Ecole Nationale Supérieure des Mines de Paris".

mailto:raoul.charreton@mines-paris.org

 

Main mathematical result :

Charreton, R. L., 2007, A limit law for random walks with physical applications. C. R. Acad. Sci. Paris Ser I, 345 (2007)

Abstract:

A Limit Law for Random Walks with Physical Applications. Abstract

We consider a standard random walk on Z, starting from the origin. We build a law of proba- bility on Z, based upon the evaluation, for each N ≥ 0 and k Z, of the squared number of possible trajectories, reaching level k after N or less transitions . We normalize this squared number by its sum, with respect to k, to obtain a probability law, depending upon N. Our main result establishes that this probability law converges to a normal distribution as N ∞. Our construction is inspired and motivated by the basic model used for the interpretation of quantum mechanics.

To cite this article : R. Charreton, C. R. Acad. Sci. Paris, Ser. I 345 (2007).

 

Main physical result :

Outline of a new theory, on neutrinos, the ether, interaction particles, and mass

A mathematical result opens the way to a unified theory of gravitational forces and electromagnetic forces, a pre-quantum physics accompanied by a return to determinism in physics. This approach is based on the idea that the neutrinos present more or less everywhere in space, constitute the ether, a discrete medium of propagation of electromagnetic waves and gravitational waves.

One of the most surprising consequences of this new physics is the status of interaction particles, at least the photon and the graviton. The photon, like the graviton, is thought to be merely local and temporal statistical information pertaining to motions of constituent neutrinos of a propagation medium.

Another consequence is that the inertia mass of material bodies depends on their speed relative to the ether.

Gravitational waves were observed for the first time in 2016. That observation supports these propositions.

Memory No 1 : Concerning gravitational waves, 2018,

cf. ether-m1-va.pdf

Memory No 2 : The discovery of the ether, 2019,

cf. ether-m2-va.pdf

Memory No 3 : Concerning quantum entanglement, 2017,

cf. ether-m3-va.pdf

Memory No 4 : The new version of Langevin’s twins, 2017,

cf. ether-m4-va.pdf

Memory No 4 : A mathematical theorem supporting a pre-quantum physics, 2017,

cf. ether-m5-va.pdf

Paris, March, 17th, 2019