A Dimensionally Emergent Framework for Unifying General Relativity and Quantum Physics.
This project introduces a novel geometric framework for unifying general relativity and quantum mechanics. We achieve this by expanding on Einstein’s classically accepted notion of spacetime.
This model proposes three emergent constraints—Zero (ζ, collapse), Infinity (ω, expansion), and Chance (ξ, probability)—that arise prior to the dimensions of space and time. These serve as the fundamental, primary dimensions, with the familiar axes of space and time emerging as secondary, subordinate structures.
These constraints provide a geometric explanation for quantum randomness, cosmic acceleration, and the resolution of singularities—embedding both probabilistic and entropic behavior directly into the spacetime metric.
The paper linked below proposes a geometric formulation of quantum gravity, reducing to classical general relativity and quantum mechanics as limiting cases. Using emergent dimensionality and a structured treatment of Zero, Infinity, and Chance, the theory offers Hamiltonian and Lagrangian paths through singularity and coherence