The Mathematics of Qualified Determinism
摘要
This chapter proposes a novel framework for quantum computation based on “qualified determinism” (QD) and a multi-layered model of quantum objects, challenging the conventional focus on probabilistic interpretations. The “Qualified Determinism Construct” (QDC) posits that quantum objects possess underlying deterministic blueprints accessed through meta-layers (M1, M2, M3) interacting with the conventional “base layer” (B-Layer). Each meta-layer introduces distinct dynamics (o, n, m-entanglement) influencing the B-Layer’s qubits (termed “qibits”), gates, and algorithms. Computations leveraging these meta-layers (B + Mx) are termed “l-stratum,” dealing with “wholes,” contrasting with the B-Layer’s “r-stratum” probabilistic computations. The framework suggests that the level of determinism and superposition dynamics change based on active meta-layers, even persisting during B-Layer measurements. Finally, the concept of “X,” a foundational “quantum-functional seed” embodying “Organizing Quantum Energy” (OQE) as both informational blueprint and driving force for deterministic organization, is introduced. This framework aims to shift quantum computation toward deterministic interpretations through novel architectures, hardware, and algorithms.