Cohesion: A Unified Field Theory of Matter and Motion

The Cohesion Unified Field Theory (Cohesion UFT) is a unified field framework modelling the
observable universe as a pressure-bound domain embedded within a larger scale hierarchy. The
framework rests on a single foundational axiom: the universe is under pressure from the next higher
scale. From this axiom, three theorems are derived: Intrinsic Motion, Scale Invariance, and Intrinsic
Rotation.
The fundamental recursion geometry is the funneled spring — a helix of decreasing radius under
pressure, accumulating torsion. Its two-dimensional projection yields the logarithmic spiral. The causal
order governing all dynamics is:
Tension → Surplus → Torsion → Slip → Acceleration → Maintained Motion
The energy relation E = pr (Energy = Pressure × Recursion volume) replaces mass-dependent
formulations at the foundational level.
The framework employs a Universal Operator System comprising three classes: ontological operators
(Tension, Surplus, Torsion, Slip, Acceleration, Maintained Motion), dynamic operators (Collapse,
Continuance, Affinity), and thermodynamic operators (Entropy production, Dissipation). Three coupled
field equations — Surplus Continuity, Collapse/Momentum, and Continuance — govern the recursion
medium.
A binary recursion toggle restricts stable states to only hexapolar (n=6) and bipolar (n=2)
configurations. The fine-structure constant is identified as the coupling between adjacent recursion scales.