Symbolic Reconstruction of Quantum Mechanics

This paper presents a concise summary of the synthesis of the Symbolic Reconstruction of Quantum Mechanics developed within the Quantum Entanglement Spacetime Theory (QuEST), a generative theory of everything. Using only finite hypergraph primitives and explicit motif dynamics, notation is standardized, validated theorems are consolidated, and inter-result dependencies are charted to support QuEST Execution Protocol (QEP) auditing. The summary records: (i) a harmonized motif state space; (ii) a parity–depth amplitude functional; (iii) finite windows of reversible, norm-preserving evolution; (iv) a Symbolic Born (S-Born) branch-weight rule fixed by internal constraints; (v) measurement as certified loop-violation over branching operator sequences; (vi) symbolic interference via additive amplitudes on disjoint loop partitions; (vii) entanglement from constructive motif coupling; and (viii) Clauser–Horne–Shimony–Holt (CHSH) inequality violation from discrete correlation computation.