FOUNDATION
The building blocks of the ε Framework. One question, one geometry, everything follows.
THE QUESTION
"What if zero cannot exist?"
The foundational inquiry from which everything derives. If true nothing cannot exist, then something has always been—an irreducible minimum we call ε. What follows from this geometry?
Explore the Question →THE GEOMETRY
Toroidal structure of reality
If zero and infinity must meet at ε, the resulting shape is a torus. Inside becomes outside. Small becomes large. Everything flows through the center.
See the Torus →THE MATHEMATICS
π relationships throughout physics
From toroidal closure, π emerges. From π, physical constants derive. 6π⁵ = proton/electron mass. π(4π²+π+1) = fine structure constant. 100 convergences at 99.99% accuracy.
See the Evidence →THE EPICENTER
All constants are ε
The fundamental constants aren't derived from ε—they ARE ε, measured from different positions. The epicenter has no value because value emerges from it.
See the Center →The Pattern That Emerges
From one inquiry, a structure unfolds:
What if ∄0? → ε → torus → π → constants → reality
No free parameters. No arbitrary choices. Just geometry following from asking: what if nothing cannot exist?