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Stress Energy Tensor Relativistic Quantum: Approximation Linear of the Einstein Equations and Equivalence with the Klein-Gordon equation

Author:

Baudrimont, Roman

Category:

Research Papers

Sub-Category:

Relativity Theory

Language:

English

Date Published:

March 06, 2019

Downloads:

97

Keywords:

Stress Energy Tensor, Quantum Mechanics, Von Neumann Entropy, Quantum Field Theory

Abstract:

[!] Warning: I publish this document presenting that part 1 and 2. This document is not complete and is still in progress. When the full document is published, it will be called "Stress Energy Tensor relativistic quantum and von Neumann entropy." Parts 1 and 2 presented are not yet fully complete. I apologize to readers who have trouble keeping my math and my logic. I also apologize for spelling and grammatical errors. [!] Our goal in this paper (partial) is to study the relationship between the linear approximation of Einstein's equations (or linearized gravity) to the Klein-Gordon equation. Part 1 presents what the Klein-Gordon equation and the integration of the theory of quantum information in it. Part 2 deals with the Stress Energy tensor quantum, wherein the detail I linearized gravity of Einstein equation, and wherein I develop the tensor quantum energy pulse from the equivalence of equation einstein the linearized gravity and the Schrödinger equation relativistic described by Klein-Gordon equation.

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