GrazianoGuiducci/d-nd-papers: Paper A — Quantum Emergence from Primordial Potentiality

Paper A — Quantum Emergence from Primordial Potentiality: The D-ND Framework for State Differentiation Author: Graziano Guiducci Abstract The Dual-Non-Dual (D-ND) framework derives quantum structure from a single algebraic object: the matrix M = [[1,1],[1,0]] with tr(M)=1, det(M)=-1. The emergence operator ℰ is unique up to conjugacy (Theorem 3). Symplectic area preservation (det=-1) is derived as theorem, not assumed as axiom. The framework produces Lindblad-type decoherence, a convergence rate governed by 1/φ², and falsifiable experimental protocols. Contents paper_A.pdf — Full paper (40 pages, 0 LaTeX errors, revtex4-2 format) Key Results Uniqueness of the emergence operator M (Theorem 3) det(M) = -1 as derived symplectic invariant Eigenvalues in Q(√5), algebraic chain to GUE statistics Lindblad decoherence from iterative map dynamics Experimental signatures for quantum emergence License CC BY-NC-SA 4.0