Testing Consequential Registration Across Host Resolutions: Matched-Invariant Daughter Allocation and Quantum-Memory Experiments
This research protocol presents two proposed experimental approaches for testing consequential registration and host-relative physicality within Registration Theory (RT). Building on the previously published conservative recursive daughter-registration model, the investigation identifies two initial configurations with identical total transferable capacity and conserved organizational moments but different distributions of retained organization. The model predicts distinct daughter allocations, providing an exact mathematical target for experimental investigation. The first proposed experiment employs a controlled quantum-memory network, independently calibrated registration observables, and multitime quantum-process tomography. The second explores a futuristic complete-history-reversal experiment intended to investigate whether consequential distinctions could survive restoration of an otherwise identical quantum state. The study distinguishes exact model-level predictions from unestablished physical interpretations. It does not claim experimental confirmation of RT or a demonstrated departure from conventional quantum mechanics. The principal research objective is to derive an operational preparation–dynamics–measurement bridge that connects RT's mathematical variables to measurable physical quantities and yields independently testable predictions. Version 0.1 — Experimental Investigation E1, October 15, 2026.
Keywords
- Registration Theory (Physical Foundations)
- experimental physics
- mathematical physics
- quantum memory
- quantum process tomography
- host-relative coarse-graining
- recursive daughter registration
- consequential retention
- relational dynamics
- quantum foundations
- causal history
- experimental falsifiability