A Spinor Geometric Representation of Measurement and Correlation Structure in the EPR Scenario

Version 6.0 – Foundations of Physics submission version

This version contains the finalized structural formulation of the deterministic spinorial measurement bridge, including the bilinear projection formalism, threshold detector model, GHZ extension, and explicit clarification of the framework’s relation to Bell–CHSH constraints. No changes to empirical predictions are introduced; the work provides a structural representation beneath the standard probabilistic formalism.

Abstract

We present a geometric representation of bipartite quantum correlations based on global spinor structure rather than probabilistic hidden variables. The construction reproduces the singlet correlation and provides an explicit mapping between measurement interaction and observed outcomes. The framework does not modify the empirical predictions of quantum mechanics, but supplies a non-factorisable mathematical representation in which outcomes arise through structural compatibility rather than sampling over counterfactual assignments. The analysis clarifies why Bell–CHSH factorisations cannot be constructed within this representation and identifies the obstruction as structural. The work addresses the representation of measurement and correlation structure within quantum theory.