Emergent Relativity from 4D Euclidean Geometry
The General Euclidean Flow (GEF) framework is a new approach to fundamental physics, proposing that spacetime, particles, and forces are all emergent properties of a single, underlying 4D geometric reality.
A Universe from First Principles
What if the strange rules of quantum mechanics and the elegant curves of spacetime were not fundamental, but were consequences of a deeper, simpler reality? GEF is an exploration into this possibility. We hypothesize a universe built not on abstract fields and extra dimensions, but on the tangible, geometric interactions of topological shapes in a 4D Euclidean space. Our goal is to derive the known laws of nature from this new foundation.
Three Core Ideas
1. Emergent Spacetime
Time is not a fourth dimension, but an emergent effect of a universal, anisotropic "flow." We demonstrate how the laws of relativity and the arrow of time arise naturally from viewing a 4D world through a 3D slice.
2. Particles as Topology
Fundamental particles are not points, but intricate 4D solitons. We show how observed properties like mass, charge, and spin are encoded in the geometry of these structures.
3. Forces as Geometry
The fundamental forces are not mysterious fields, but the emergent field dynamics of these topological shapes interacting in a dense 4D medium.
Project Methodology
This project is committed to radical transparency. All of our code, simulation data, theoretical notes, and formal papers will be made publicly available. We are currently in the process of generating the foundational results for our first publications. Check back for preprints and links to the full, open-source knowledge vault.