Editing Openai/6897769e-4ee4-800f-aba5-69cca34f701c (section)

=== User: Could conformal geometry and QAT explain a reason for Dirac’s large number hypothesis? ===
Could conformal geometry and QAT explain a reason for Dirac’s large number hypothesis? That says the strength of gravity, as represented by the gravitation constant, is inversely proportional to the age of the Universe. Moreover, that the mass of the Universe is proportional to the square of the age of the Universe: Mᵤ ~ t² 
Could geometry form the unity of Mach’s Principle “Local physical laws are determined by the large scale structure of the Universe”.
Erwin Schrodinger suggested in 1925 that the potential of the entire Universe might be the square of the speed of light: PEᵤ ~ C²
Video: The Cosmology of Conformal Geometry = Dirac’s large number hypothesis and Mach’s Principle 
https://www.youtube.com/watch?v=kLoGpZ8gcgA<ref>{{cite web|title=https://www.youtube.com/watch?v=kLoGpZ8gcgA|url=https://www.youtube.com/watch?v=kLoGpZ8gcgA|publisher=youtube.com|access-date=2025-12-16}}</ref>
In the dynamic geometry of this theory, the radius of a light sphere 4πr² has to be squared r² because the process is relative to the spherical surface.
The spherical surface forms a boundary condition or manifold with light photon ∆E=hf energy continuously transforming potential energy PE into kinetic Eₖ=½mv² energy of matter in the form of electrons. This form our ever-changing world with the movement of positive and negative charges. As an artist I am not that good at mathematics, could you analyse Dirac’s large number hypothesis and see if there is a link with the ideas of QAT? Also I have read that there is a link between proton and the size of the Universe? Is there a link between the mass of the Universe and the mass of the Proton that is the square of the number formed by the link between proton and the size of the Universe? Can this be formulated by the Planck Constant, quantum, of action being approximately the speed of light times the radius times the mass of the proton?