This public validation white paper proposes a structural constraint framework connecting four testable research windows: decoherence redistribution, slow-light usable windows, fusion stability margins, and AI runtime governance. The document does not claim that a complete new physical theory has been experimentally proven. Instead, it defines falsifiable hypotheses, observable variables, baseline comparisons, failure conditions, and collaboration requests. The release is intended to create a public timestamp, invite external critique, and support independent replay, simulation, or laboratory validation.
This public validation white paper proposes a structural constraint framework connecting four testable research windows: decoherence redistribution, slow-light usable windows, fusion stability margins, and AI runtime governance. The document does not claim that a complete new physical theory has been experimentally proven. Instead, it defines falsifiable hypotheses, observable variables, baseline comparisons, failure conditions, and collaboration requests. The release is intended to create a public timestamp, invite external critique, and support independent replay, simulation, or laboratory validation.
This release presents the author-certified reference version of the Unified Coherence–Entropy Collapse (QCE) framework, describing quantum-consciousness collapse dynamics governed by entropy, Fisher information, and coherence constraints, with explicit falsifiability and reproducibility protocols. This deposit is associated with U.S. Provisional Patent Application No. 63/945,292 (filed 19 Dec 2025). This Zenodo record is provided for scholarly citation and scientific recordkeeping. It does not indicate that any patent has been granted and does not grant any license to practice any invention; patent rights, if any, are governed solely by applicable law and issued claims, if ever granted. This work introduces a formally defined coherence–entropy control variable and associated mathematical framework intended for independent falsification and validation. The paper presents explicit definitions, derivations, and testable predictions designed to support replication, simulation, and experimental evaluation by third parties. The contribution is purely scientific in scope. It does not describe a commercial product, implementation, or applied system. Instead, it provides a theoretical construct and validation pathway suitable for academic review, preregistration-style analysis, and institutional replication efforts. The work is assigned a DOI to support citation, versioning, and scholarly reference. The work is released to support open scientific scrutiny, error discovery, and independent verification.
Phase XI: The Observable Bridge — Physical Interface, Validation, and Experimental Architecture This release presents Phase XI of the AAIS (Artificial Asymptotic Information Structure) framework. Its primary objective is to establish a rigorous and transparent pathway from theoretical constructs to experimentally testable interfaces. The central contribution is the Observable Bridge methodology: a structured framework that connects mathematical assumptions → operational mappings → measurable signatures → falsifiable experimental criteria. Key elements of this phase include: • A formal inheritance registry that preserves the epistemological status of all previously introduced AAIS mathematical structures.• Candidate physical interface models linking information-dynamical quantities to concrete laboratory observables.• A multi-channel validation architecture with primary emphasis on quantum coherence experiments (cQED / transmon systems), complemented by precision metrology pathways.• A bias-resistant secondary statistical compatibility protocol (Appendix E) designed for independent evaluation of AAIS phenomenological extensions against publicly available experimental datasets. Appendix E provides a structured Standard Operating Procedure (SOP) featuring:– mandatory pre-registration and cryptographic timestamping,– clear separation of matched-acquisition (Tier 1) and legacy (Tier 2) datasets,– parameter identifiability constraints,– conservative AIC/BIC interpretation rules,– secondary Bayesian evidence assessment, and– out-of-sample predictive validation requirements. All models, parameters, and numerical benchmarks are explicitly classified according to their epistemological status (e.g., inherited structure, phenomenological parameter, or simulation prior). The included simulations serve solely to evaluate theoretical consistency, parameter sensitivity, and possible observable consequences; they do not constitute evidence of physical realization. Phase XI is therefore presented as an experimentally oriented validation framework that prioritizes reproducibility, falsifiability, transparent model comparison, and explicit separation between theoretical assumptions and empirical evidence. Keywords: AAIS, experimental validation, quantum coherence, cQED, transmon, model selection, AIC, BIC, Bayesian analysis, open quantum systems, falsifiability, precision measurement, Observable Bridge
Phase XI: The Observable Bridge — Physical Interface, Validation, and Experimental Architecture This release presents Phase XI of the AAIS (Artificial Asymptotic Information Structure) framework. Its primary objective is to establish a rigorous and transparent pathway from theoretical constructs to experimentally testable interfaces. The central contribution is the Observable Bridge methodology: a structured framework that connects mathematical assumptions → operational mappings → measurable signatures → falsifiable experimental criteria. Key elements of this phase include: • A formal inheritance registry that preserves the epistemological status of all previously introduced AAIS mathematical structures. • Candidate physical interface models linking information-dynamical quantities to concrete laboratory observables. • A multi-channel validation architecture with primary emphasis on quantum coherence experiments (cQED / transmon systems), complemented by precision metrology pathways. • A bias-resistant secondary statistical compatibility protocol (Appendix E) designed for independent evaluation of AAIS phenomenological extensions against publicly available experimental datasets. Appendix E provides a structured Standard Operating Procedure (SOP) featuring: – mandatory pre-registration and cryptographic timestamping, – clear separation of matched-acquisition (Tier 1) and legacy (Tier 2) datasets, – parameter identifiability constraints, – conservative AIC/BIC interpretation rules, – secondary Bayesian evidence assessment, and – out-of-sample predictive validation requirements. All models, parameters, and numerical benchmarks are explicitly classified according to their epistemological status (e.g., inherited structure, phenomenological parameter, or simulation prior). The included simulations serve solely to evaluate theoretical consistency, parameter sensitivity, and possible observable consequences; they do not constitute evidence of physical realization. Phase XI is therefore presented as an experimentally oriented validation framework that prioritizes reproducibility, falsifiability, transparent model comparison, and explicit separation between theoretical assumptions and empirical evidence. Keywords: AAIS, experimental validation, quantum coherence, cQED, transmon, model selection, AIC, BIC, Bayesian analysis, open quantum systems, falsifiability, precision measurement, Observable Bridge
This paper proposes a structural framework in which physical laws and quantum probability emerge from a common admissibility principle, rather than from the unification of dynamical equations.No new forces, fields, particles, or dynamical laws are introduced.Instead, a universal structural constraint governing which states are admissible as physically realizable is identified. Building on results established in Admissibility Frameworks I and II, the existence of a universal frame constant limiting allowable transitions is taken as a starting point.From this principle, an equation of existence is formulated, which does not describe time evolution but instead delineates the boundary between admissible and non-admissible states.Different physical interactions are shown to correspond to distinct structural interpretations of the same admissibility condition. Within this framework, quantum states are interpreted not as probability amplitudes but as admissibility distributions.Measurement is described as structural filtering at the admissibility boundary, rather than as a dynamical collapse process.Under minimal and physically natural assumptions—phase invariance, orthogonal additivity, and locality—the admissibility measure is shown to be uniquely quadratic, yielding the Born rule as a structural consequence rather than a postulate. The resulting theory reframes unification as the closure of existence conditions shared by all physical theories.Dynamics remain domain-specific, but admissibility is universal.In this sense, unification is achieved not by combining forces, but by identifying the single structural condition under which any physical state may exist. AI Usage Declaration: The core concepts and mathematical intuitions of this paper were conceived by the author (Byeong-Young Oh). The technical formalization of the mathematical framework and the English drafting process were performed in collaboration with Artificial Intelligence (AI) models. The author takes full responsibility for the contents and logical integrity of this work. This work is part of an ongoing independent research program. Official research index :https://jingyu-papa.github.io/publications/
This work presents a complete and unified corpus dedicated to the reformulation of the double-slit experiment under a memory-constrained observability framework. It integrates three foundational structures: the UCQ (Unified Cosmology–Quantum Framework), the DUAL (Dual-Substrate Framework), and the CBD (Crowd-Based Dynamics), forming a coherent and closed system spanning theoretical, mathematical, experimental, and validation layers. The central contribution lies in redefining quantum observation as a non-Markovian process, where observable outcomes depend not only on instantaneous measurement conditions but also on the historical trajectory of the system. Memory is introduced as a fundamental structural variable, interacting with observability and contextual imbalance to produce regime-dependent dynamics. The corpus is structured into a progressive architecture (F1–F15), covering foundational hypotheses, formal critique of the Markovian assumption, extended mathematical formulation, transformation mechanisms, threshold dynamics, operator-level reconstruction of measurement, empirical validation protocols, and full theoretical closure. This progression ensures internal coherence and scientific rigor across all levels of the framework. Within the CBD perspective, the double-slit system is interpreted as a minimal complex adaptive system governed by accumulation, saturation, threshold crossing, and stabilization. This interpretation establishes a direct link between quantum phenomena and broader classes of dynamic systems, suggesting structural universality across scales. The framework produces clear and testable predictions, including non-Markovian signatures, hysteresis effects, order dependence, and threshold-driven regime transitions. It remains fully compatible with standard quantum mechanics as a limiting case, while extending its interpretative and structural scope. By combining formal consistency, experimental accessibility, and falsifiability conditions, this corpus establishes the memory-constrained double-slit system as a complete scientific model. It provides a unified foundation for further research in quantum physics, complex systems, and the study of observability as a dynamic and structured process.
The recoverable-continuity framework proposes that a physical state, law, action, or con-sequence remains coherently attributable through transformation only while the relation connectingearlier and later states remains recoverable. Prior work formulated this claim as a structural constrainton lawful physical domains and interpreted quantum measurement in terms of recoverable attribution.Yet ordinary interference, decoherence, error correction, process tomography, scrambling, and recoveryexperiments already measure quantities closely related to path distinguishability, information preserva-tion, and reversibility. Repeating those experiments would not independently test C 2 = C. This papertherefore separates three evidential levels: established recoverability phenomena within existing physics;the upstream structural constraint; and additional bridge hypotheses required for distinct empiricalpredictions. It defines operational source-attribution recoverability, quantum recovery fidelity, local–globalcontinuity displacement, continuity loss, and process-history equivalence. A no-free-test proposition showsthat the bare structural principle cannot be experimentally distinguished from a physical theory thatmakes identical operational predictions. Falsifiability requires an added bridge stating how recoverabilityhistory changes outcome probabilities after conventional state, channel, process-memory, and environ-mental variables are matched. Five coordinated experiments are proposed: a matched-endpoint historytest; a chained-transformation process-tensor test; a reversible-scrambling versus irreversible-channeltest; a gravity-coupled recoverability test using separated quantum memories or clock interferometry;and an analog-horizon scrambling-and-recovery test. Each protocol specifies standard-theory baselines,matching requirements, residual observables, controls, preregistration rules, and failure conditions. Theconsciousness–gravity gravimetry proposal remains a separate companion test and is not duplicatedhere. The result is a disciplined experimental program: existing physics calibrates recoverability, whilematched-operational-history residuals test whether recoverable continuity has an independent physicalrole.