Ibn Arabi (rh) and Quantum Relativity

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Course Info

  • Total Lesson: 13
  • Course length: 6 Hrs
  • Course level: Advanced
  • Author: MOHAMED HAJ YOUSEF
Price: Free
Students Enrolled: 0

Ibn Arabi (rh) and Quantum Relativity

Course Overview

How to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory - by Mohamed Haj Yousef.

Lesson Overview

Lesson 1 – Quantum Relativity - Introduction and Outline
This the introduction of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory
Lesson 2 – The major unsolved problems in physics and cosmology
The major (un)solved problems in physics and cosmology, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory
Lesson 3 – The single monad model of the cosmos
Introducing the Single Monad Model, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory - by Mohamed Haj Yousef.
Lesson 4 – Duality of time postulate
Introducing the Duality of Time Postulate, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory
Lesson 5 – Why the speed of light is Constant and Invariant?
The constancy and in variance of the Speed of Light, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory - by Mohamed Haj Yousef.
Lesson 6 – Vacuum, Super Symmetry and the Two Arrows of Time
Super-Symmetry and the TWO Arrows of Time Postulate, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory - by Mohamed Haj Yousef.
Lesson 7 – Deriving the Proper Time and Lorentz factor
Deriving the Proper Time and Lorentz Factor, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory - by Mohamed Haj Yousef.
Lesson 8 – Aether and the cosmological constant problem or vacuum catastrophe
Aether and the cosmological constant problem or vacuum catastrophe, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory - by Mohamed Haj Yousef.
Lesson 9 – The Origin of Mass and Yang Mills and Mass Gap
The origin of mass and Yang-Mills existence and mass gap, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory - by Mohamed Haj Yousef.
Lesson 10 – General Relativity Approximation
General Relativity approximation, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory - by Mohamed Haj Yousef.
Lesson 11 – Deriving the Mass Energy Equivalence E = mc2
Deriving the Mass-Energy equivalence E=mc^2, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory - by Mohamed Haj Yousef.
Lesson 12 – Complex and Multi Dimensional Energy
Complex and Multi-Dimensional Energy, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory - by Mohamed Haj Yousef.
Lesson 13 – Fractal Complex Time and the Logical Interpretation of Quantum Mechanics
Fractal Complex-Time and the logical interpretation of quantum mechanics, as part of the long presentation on how to derive the principles of Quantum Relativity from the Single Monad Model Model of the Cosmos and Duality of Time Theory - by Mohamed Haj Yousef.

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