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Steps to the World Formula… Comparison of the dimensionless ToE of S. Pellis and S. Jarvis with the dimensioned ToE of M.U.E. Pohl. Are there natural constants ? Are there physical dimensions?

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Link: Steps to the World Formula… Comparison of the dimensionless ToE of S. Pellis and S. Jarvis with the dimensioned ToE of M.U.E. Pohl. Are there natural constants ? Are there physical dimensions?
Author: Pohl, Manfred U.E.
Type: Preprint
Available at: ResearchGate
Date: February 2024
Language English
   
Abstract:

In 2019, the author postulated "12 π c3 =1" as a framework for a final ToE (Theory of Everything) and worked on this until today (2024) in order to present a more detailed explanatation of the concept of a "World-Formula". Here, the competing approaches of Stergios Pellis and Stephen Jarvis, both of whom present a dimensionless number theory as ToE, will be briefly compared and placed in an overall picture. Finally, it will be briefly discussed whether and in what form natural constants can exist and what distinguishes a dimensionless world formula from a dimensional world formula.

DOI  http://dx.doi.org/10.13140/RG.2.2.26760.80647
Cite as: Pohl, M. U. E. (2024). Steps to the World Formula: Comparison of the Dimensionless ToE of S. Pellis and S. Jarvis with the Dimensioned ToE of M.U.E. Pohl. Are There Natural Constants? Are There Physical Dimensions? , Preprint, http://dx.doi.org/10.13140/RG.2.2.26760.80647

 

 

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An Effective Refutation of General Relativity and Quantum Theories

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Link: An Effective Refutation of General Relativity and Quantum Theories
Author: Pohl, Manfred U.E.
Type: Journal Article
Journal Journal of Electrical Electronics Engineering (JEEE), ISSN: 2834-4928, Volume 3 Issue 1 (2024)
Date: February 2024
Language English
   
Abstract:

It is briefly shown that all physical theories that rely on a mathematical application of the circle number as an irrational dimensionless number are irrational and flawed in their explanatory content, since they place the physical dimensions of space (L) [length] and time (T) in an inaccurate and irrational relationship. Albert Einstein's most important postulate (speed of light in a vacuum = constant) is thus refuted and shown that there are no natural constants in nature – apart from the circle number π

DOI  https://doi.org/10.33140/JEEE.03.01.11
Cite as: Pohl, M. U., E. (2024). An Effective Refutation of General Relativity and Quantum Theories. J Electrical Electron Eng,
3(1), 01-03.

 

 

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Metaphysical basis for a unified world view: Definition of space and time

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Link: Metaphysical basis for a unified world view: Definition of space and time
Author: Pohl, Manfred U.E.
Type: Conference Proceedings
Conference: International Conference Philosophical Research, Science and Literature (ICPRSL-2022) September 5-6, 2022 of Malla Reddy University, Hyderabad, India , Hyderabad, India
Date: September 2022
Language English
   
Abstract: Theoretical physics has been in a deep crisis for decades. Quantum theory and general relativity remain incompatible. It remains to be seen how the basic concepts of our universe - space and time - can be explained. The question is also open as to whether life arose by chance from dead matter, whether a Creator created life from dead matter, or whether life works before space and time, and space, time and matter are consequences of life. In this article, the essence and origin of space and time are to be discussed and explored in a metaphysical approach. With a definition of space and time that combines mathematics and theoretical physics, the meaning and nature of the speed of light is represented as a "clock". As a result, the irrational system of values or units of modern society is identified as the cause of the crises of modern societies.
DOI  https://doi.org/10.5281/zenodo.15616329
Cite as: Pohl, M. U. E. (2022, September 6). Metaphysical basis for a unified world view: Definition of space and time. International Conference Philosophical Research, Science and Literature (ICPRSL-2022) September 5-6, 2022 of Malla Reddy University, Hyderabad, India, Hyderabad, India. https://doi.org/10.5281/zenodo.15616329

 

 

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Search for the World Formula

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Link: Search for the World Formula
Author: Pohl, Manfred U.E.
Type: Article
Journal: Scientific God Journal
Date: April 2022
Language English
   
Abstract: In this article, the author searches for the world formula/theory of everything. This world
formula, if found, will also be useful in answering the questions of God and his will and the
meaning of life. Our world is apparently at a turning point - Overpopulation, climate change and
the pandemics impel us to seek solutions and transformations of human societies to a new and
sustainable paradigm on Earth. Can this envisaged transformation succeed? Can the world
formula help?
DOI  10.5281/zenodo.15616111
Cite as: Cite as:  Pohl, M. U. E. (2022). Search for the World Formula. Scientific GOD Journal, 13(1), 30–72. https://doi.org/10.5281/zenodo.15616112

 

 

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Unified Principles of Nature : Solution to the Problem of Time

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Link: Unified Principles of Nature / Solution to the "Problem of Time"
Author: Pohl, Manfred U.E.
Type: Article
Journal: Scientific God Journal
Date: April 2019
Language English
   
Abstract: Although the concept of time was discussed intensively by authors over centuries, the “problem of time” is prominent today again in quantum gravity. As quantum physicists believe a more detailed understanding of the entanglement of time could lead to a unification of quantum-mechanics with general relativity, the author explores the “problem of time” in a deductive approach. Upon the solution of the problem of time, unified principles of nature are then postulated to integrate Newtonian laws, general relativity and quantum mechanics into one framework, offering a perspective to a new world model and a framework for the TOE.
DOI  10.5281/zenodo.15615995
Cite as: Cite as:  Pohl, M. U. E. (2019). Unified Principles of Nature: Solution to the Problem of Time. Scientific God Journal, 10(3), 150--166. Available at: https://scigod.com/index.php/sgj/article/view/669.

 

 

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