Light and Ether by criticizing the Relativity of Einstein and revisiting Michelson-Morley Experiment
Channel: Akram Louiz
Date: 2022-10-14

Hello. I am Akram Louiz. I am a marine engineer, an author and also a researcher of physics. 
In this important video, I will give explanations about the controversy of the Ether, the light and about some works of Einstein who is still being strangely defended by all the Media.
I made the new corrected formulas of the Michelson-Morley experiment by considering these effects of the reflection on the light and, as I said, the percentage of fringe shift calculated by these formulas is perfectly null. This proves obviously that these new formulas are the only correct formulas, and this video is made to stop hiding this scientific finding.

- My article: " The correct formulas of Michelson-Morley experiment" can be read for free on Researchgate. Here is the link:
https://www.researchgate.net/publication/347203242_The_correct_formulas_of_Michelson-Morley_experiment
This is the strongest disproof of Einstein's relativity, and I invite you to do the same for the other similar experiments such as Kennedy-Thorndike experiment or Ives-Stilwell experiment.

- For the Photon mass problem, I gave also the example about the Pound-Rebka experiment. Here is the link to this article:
https://www.researchgate.net/publication/341978207_The_obvious_Pound-Rebka_experiment_and_the_truth_about_Einstein's_religious_relativity

- I propose also that you discover the important thesis that I published : " A thesis about Newtonian mechanics rotations and about differential operators ". This work proposes new useful formulas and procedures for Physics. Here is the link to this thesis:
https://www.researchgate.net/publication/347239549_A_thesis_about_Newtonian_mechanics_rotations_and_about_differential_operators

The License of all my works is CC BY NC SA 4.0 (Creative Commons).
I hope you will enjoy this works,  and I will be ready to answer all your questions regarding all my articles.

Regards,
Akram Louiz