Entanglement as Recursive Coherence: A Test of Temporal Flow Physics
Entanglement as Recursive Coherence: A Test of Temporal Flow Physics By John Gavel Background In standard quantum theory, entanglement is often treated as a kind of abstract relational bookkeeping — a mysterious global correlation with no clear mechanism for how it propagates or persists. In Temporal Flow Physics (TFP) , we propose a radically different perspective: Entanglement is not passive correlation—it is recursive cooperation under tension. Entangled systems are not just "linked" by a rule, but held together by a constraint geometry that recursive flow must resolve. These recursive flows propagate across a network of motifs (local phase-locked structures), and entanglement emerges only when coherence is maintained across motif boundaries under finite friction (δ) and topological constraint. So we asked: Can we model entanglement as a recursive coherence field and predict where and how it collapses? The Experiment We constructed a small motif graph (6 n...