Saturation Geometry and the Structural Emergence of Measurement and the Born Rule in a Capacity-Constrained Dirac–Λ System

Authors: Jeremy, Rodgers

Role: Saturation geometry and the structural emergence of measurement and the Born rule in a capacity-constrained Dirac–Λ system

Supported Problems

Quantum Measurement and the Origin of the Born Rule

Definite outcomes and |ψ|² probability weights emerge from closure-stable admissibility constraints. Measurement is not an external postulate but a structural consequence of operator-theoretic stability, probability rigidity, and decision-level closure.