We assume that the overly complex Einstein tensor algebra of general relativity theory can be successfully replaced by the statistical chains of the transition matrix B.
A. Einstein overcomplicated both the special theory of relativity and the general theory of relativity by assuming too many unnecessary assumptions [1,2].
The author proves Einstein's theory of special relativity without needing the constancy of the speed of light C or the x-t transformations of Lorentz [2].
Concerning Einstein's theory of general relativity formulated in 4x4x4 tensor notation as follows,
R μ𝜐 – ½ R g μ𝜐 + 𝚲 g μ𝜐 = 8 Pi G/c^4 . T μ𝜐 . . .(1)
In normal conventions.
We assume that it is possible to reformulate equation 1 in matrix form (statistical chains of matrix B or any other appropriate matrix formulation).
In other words, find the matrix equation equivalent to equation 1 without needing the curvature tensor R or the cosmological tensor 𝚲 [1].
This is the subject of the following response.
It is worth mentioning that the purpose of this question is not to neglect Einstein's great achievements in theoretical physics such as the photoelectric effect equation, the laser equation, etc. but only to discuss and explain the main aspects and defects of his theory of relativity, where applicable.
To be continued.
1- 101 authors against Einstein, ResearchGate, IJISRT journal, December 2024.
2-A rigorous reformulation of Einstein's derivation of the theory of special relativity, ResearchGate, IJISRT journal, February 2022.
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