Quelques rêveries cosmiques cosmoquant-fr


You don't speak French? Don't worry, here is a rapid overview presenting a theory studying deformations of tensor products and their consequences on cosmology and on the propagation of waves.

The descriptions are written in the French language but the documents are written in the English language.



Document en anglais réexpliquant la très ancienne méthode de résolution des polynomes du troisième degré dépendant d'une unique variable.

Maxwell meets Newton in vacuum

This is the starting point of my research (2003). It contains the basic ideas and all what has been made after that starts here. Discover it on cosmoquant.fr


La recherche d'un élément neutre pour les espaces vectoriels équipés d'un produit tensoriel déformé met en valeur les métriques de FLRW.


Analyse des équations de J. C. Maxwell à l'aune des résultats fournis par la théorie des produits tensoriels déformés. Recherche des densités de courants.


Exposé en anglais d'un raisonnement impliquant la préservation de la vitesse de la lumière et l'algèbre pour justifier la formule du Professeur Koide.


Document en anglais réalisant une nouvelle analyse de l'èquation de Klein-Gordon.


Document expliquant en anglais comment remplacer certaines dérivations par l'action de matrices.

Unifying gravitation and electromagnetism

The document reconsiders the basic stones with which the theory of relativity has been built. It is based on three hypotheses. A unification is proposed.


Does the EM field tensor which has been obtained in analyzing the Lorentz-Einstein law with the extrinsic method represent a variation of the geometry?

Legal advertising, data protection, copyright.

Since 2013, all my documents carry a French matriculation. They are written either in the French or in the English language.

All versions that you may intentionally, occasionally, or accidentally find on the Net (ResearchGate, Vixra, Semantic Scholar, Zenodo, or elsewhere) but not on my domain cosmoquant.fr are copies of old drafts and out of date.

You should strictly avoid downloading these documents and occasionally not trust the texts accompanying them because these texts are sometimes totally erroneous or inducing misunderstandings; eventually, they associate my name or my work with people that I don’t know or with topics which have no relation with my work. Some errors are due to not correctly functioning AI logarithms (an argument which has recently been given to me by Semantic Scholar).

© Thierry PERIAT.