This work introduces and formalizes a pre-transitional physical regime as a distinct and empirically accessible state preceding realization events such as measurements, decays, or phase transitions. Contrary to standard treatments that regard the pre-realization interval as noise or transient instability, the paper demonstrates that phase orientation (sign) can stabilize independently of magnitude, event occurrence, or long-range order. The present study is conceptual and unifying in nature, and explicitly builds on a series of earlier empirical investigations by the author, in which sign stabilization and orientation-first behavior were identified across multiple physical systems. These empirical results—documented in the referenced works—include analyses of CP asymmetries in three-body decays, neutrino oscillation residuals, and continuous quantum measurement, and provide the observational foundation for the framework developed here. Drawing on these established findings, the paper identifies a regime in which interferential or collective selection fixes orientation while realization remains absent. This regime is characterized by robust sign coherence, independence from amplitude, and the absence of an intrinsic internal time scale. Within this framework, transitions are reinterpreted not as instantaneous events, but as the termination of a finite, already structured state. The concept naturally leads to dynamically forbidden signs—orientations that cannot stabilize under given constraints—and implies ex-ante determination of the sign of any eventual outcome prior to realization. The work does not introduce new experimental data or microscopic dynamics. Instead, it provides a unifying physical interpretation of existing empirical observations reported in the referenced publications. By treating the pre-transition as a physical object rather than a null interval, the paper highlights a previously unrecognized layer of physical structure that precedes events, measurements, and phase changes.
This work introduces and formalizes a pre-transitional physical regime as a distinct and empirically accessible state preceding realization events such as measurements, decays, or phase transitions. Contrary to standard treatments that regard the pre-realization interval as noise or transient instability, the paper demonstrates that phase orientation (sign) can stabilize independently of magnitude, event occurrence, or long-range order. The present study is conceptual and unifying in nature, and explicitly builds on a series of earlier empirical investigations by the author, in which sign stabilization and orientation-first behavior were identified across multiple physical systems. These empirical results—documented in the referenced works—include analyses of CP asymmetries in three-body decays, neutrino oscillation residuals, and continuous quantum measurement, and provide the observational foundation for the framework developed here. Drawing on these established findings, the paper identifies a regime in which interferential or collective selection fixes orientation while realization remains absent. This regime is characterized by robust sign coherence, independence from amplitude, and the absence of an intrinsic internal time scale. Within this framework, transitions are reinterpreted not as instantaneous events, but as the termination of a finite, already structured state. The concept naturally leads to dynamically forbidden signs—orientations that cannot stabilize under given constraints—and implies ex-ante determination of the sign of any eventual outcome prior to realization. The work does not introduce new experimental data or microscopic dynamics. Instead, it provides a unifying physical interpretation of existing empirical observations reported in the referenced publications. By treating the pre-transition as a physical object rather than a null interval, the paper highlights a previously unrecognized layer of physical structure that precedes events, measurements, and phase changes.
This work introduces interferential selection as a general dynamical mechanism through which continuous quantum phase degrees of freedom give rise to robust, sign-like observables and stable probabilistic structures. Without modifying the formalism of quantum theory, invoking wavefunction collapse, or introducing hidden variables, the analysis shows how linear superposition and time evolution statistically enhance phase-coherent configurations while suppressing incoherent ones through self-averaging interference. The framework explains how phase orientation emerges as a dynamically stabilized relational property, shaping probability landscapes prior to realization. This mechanism provides a unified interpretation of several apparently distinct phenomena, including the emergence of Born-rule statistics in continuous quantum measurement and the appearance of extended, sign-coherent CP-asymmetry domains in multibody hadron decays. Using model-independent analyses of publicly available experimental data, the work demonstrates that CP-asymmetry sign coherence in three-body B-meson decays is robust against magnitude randomization and persists even below conventional asymmetry thresholds. The same sign-coherence methodology is applied to neutrino oscillation data (STEREO experiment), classical turbulence, and condensed-matter STM measurements, revealing a consistent hierarchy in which orientation stabilizes prior to amplitude across disparate interferential systems. Interferential selection thus emerges as a domain-independent organizing principle, clarifying how phase information becomes physically relevant through dynamical stability under interference, while remaining fully compatible with standard quantum mechanics and quantum field theory.
This work proposes a minimal, falsifiable experimental test of whether phase orientation (sign) can stabilize prior to realization, independently of amplitude and discrete detection events. The test uses a dual-channel interferometric setup combining a weak, phase-sensitive, non-projective readout (e.g. balanced homodyne detection) with a separate final click detector that operationally defines realization. The key observable is sign coherence, quantified through model-independent nearest-neighbour metrics and benchmarked against blind permutation null models. The central predictions are: statistically significant sign coherence appearing before final click events, invariance of this coherence under amplitude-magnitude scrambling, and disappearance of coherence under controlled dephasing. The proposal does not modify quantum mechanics, introduce hidden variables, or rely on interpretational assumptions. It tests a single empirical question: whether phase orientation constitutes a stable, measurable degree of freedom prior to realization. The experiment can be implemented as a low-overhead extension of standard quantum-optics setups and is intended to motivate direct experimental investigation.
This work introduces a closed realization framework in which recursive stabilization governs the transition from mathematical possibility to physical realization. The theory resolves three long-standing conceptual gaps in quantum physics within a single structural principle:(i) the interpretation of negative-frequency solutions of relativistic wave equations,(ii) the emergence of constrained realization under recurrence (the Anti-Lock Law), and(iii) the physical status of pre-measurement structure. The framework distinguishes a pre-realization layer, where orientation, sign, phase, and frequency are recursively stabilized without physical events, from a realization layer, where irreversible outcomes occur. A recursive operator acts exclusively within the pre-realization layer, selectively suppressing unstable configurations while preserving structural diversity, thereby preventing both unrestricted realization and complete locking. Negative-frequency solutions of the Dirac equation are reinterpreted as pre-realization phase orientations rather than physical negative energies. This eliminates the need for Dirac sea constructions or ad hoc interpretational postulates, with charge conjugation emerging as the unique realization map enforced by stability. The same recursive mechanism yields the Anti-Lock Law, predicting that recurrence stabilizes global or mesoscopic orientation while structurally forbidding specific local configuration classes. This prediction is supported by model-independent empirical evidence from three-body phase-space data, where forbidden local sign configurations persist across independent datasets, boundary removal, and multiscale coarse-graining. A realization functional is introduced to define a non-ad-hoc stability criterion for the transition from pre-realization structure to realized events. The framework remains fully compatible with standard quantum dynamics and reproduces Born statistics in the weak-stability limit, while predicting controlled deviations in strongly constrained regimes. Entanglement is naturally accommodated: pre-realization structure is global and defined on composite Hilbert spaces, while realization events remain strictly local, preserving relativistic causality and no-signaling. Overall, the theory closes the realization gap without modifying quantum mechanics, introducing hidden variables, or invoking observer-dependent assumptions. Recursive stabilization and the four-stage realization process are identified as fundamental structural processes underlying physical measurement and constrained emergence.
Summary: Quantum spin as a structural signature of informational stabilization under observer-relative exclusion. This pre-print proposes an alternative ontological reading of quantum spin grounded in an informational framework. Spin is not treated as an intrinsic property of particles, but as the observable signature of how information stabilizes through phase-dependent exclusion relative to an observer. Within this framework, different spin values correspond to different depths of informational validation, rather than to distinct physical substances. Description:Rather than postulating spin as an intrinsic internal degree of freedom, the paper interprets spin as the residual trace of how information becomes stable under observer-relative phase inversion and exclusion. The central claim is that stabilization of information does not occur through accumulation alone, but through structured exclusion of incompatible alternatives under phase displacement. When an informational configuration must remain coherent not only under its own inversion, but also under inversion relative to the observer’s evolving informational trajectory, a double-valued closure becomes unavoidable. This structural requirement directly corresponds to the emergence of spin-1/2 behavior. Within this framework: Spin-0 corresponds to the reading of pure informational presence, prior to orientation or relational interpretation Spin-1 corresponds to first-order relational reading, encoding directional propagation and hierarchical ordering between informational events Spin-1/2 emerges when stabilization requires double exclusion involving the observer, producing an irreducible phase-dependent validation Spin-2 corresponds to the level at which informational density constrains the framework of future interactions, providing an informational interpretation of gravitation The paper shows that once information is discrete, observer-relative, and stabilized through exclusion under phase displacement, SU(2)-like double-valued structures are not optional but structurally necessary. Spin therefore appears as a level-dependent reading of the same informational substrate, determined by how stabilization is achieved, rather than as a hidden intrinsic attribute of matter. This work does not propose a new formalism or modification of quantum mechanics. It is an interpretive framework compatible with existing formalisms, aimed at clarifying the ontological meaning of spin and its necessity. It connects phase, oscillation, decoherence, and observer dependence within a single structural mechanism, extending the stabilization logic introduced in the companion paper on the NNO operator. Relation to other work This article builds directly on: The Universal Theory of Information (TUI): Emergence of Physics from Informational Dynamics (https://doi.org/10.5281/zenodo.15106945) The NNO operator: Double Negation and Oscillation as Informational Conditions for the Stabilization of Observed Reality (https://doi.org/10.5281/zenodo.18443043) It can be read independently, but reaches its full coherence when considered as part of the TUI–NNO–SPIN conceptual sequence. About the author Mathieu Valentin Rondet is an independent researcher with a dual background in science and digital systems. He holds two master’s degrees in molecular and developmental biology, genetics and biochemistry (earned in France and the U.S.) and has spent over two decades designing physical simulations, procedural dynamics, and interactive systems for virtual environments. His approach blends biological information studies, structural logic, and information-based modeling to explore new perspectives on fundamental physics and observer-relative reality,
The conceptual status of the quantum state prior to measurement remains one of the most fundamental unresolved issues in the interpretation of quantum mechanics. While the Copenhagen interpretation successfully explains how measurement produces definite outcomes, it provides no explicit conceptual category describing what should be regarded as existing before measurement. Our previous study focused on the conceptual status of measurement values and proposed that measurement grants accessibility to a potential observational candidate, thereby allowing an observed value to become operationally realized. The present work extends this perspective to a more fundamental question: the conceptual status of existence prior to measurement. Within the Intrinsic Observability Framework (IOF), we introduce potential observability as a conceptual category characterizing the pre-measurement domain. Here, observability does not refer to the standard quantum-mechanical notion of an observable represented by a Hermitian operator. Instead, it denotes the capacity of a pre-measurement structure to become an observed outcome through accessibility. In this framework, measurement is interpreted as the act that grants accessibility to one potential observational candidate, thereby establishing observability. From this viewpoint, the quantum state prior to measurement is understood neither as a collection of already existing observable values nor as an undefined probabilistic entity. Rather, it represents a structured domain of potential observability that provides the conceptual basis from which observed reality subsequently emerges. The present work therefore does not reject the Copenhagen interpretation. Instead, it proposes a conceptual extension that explicitly characterizes the previously unspecified pre-measurement domain. By distinguishing measurement values from existence and clarifying the role of potential observability, this study provides a more coherent conceptual foundation for understanding quantum states, measurement, and observed reality.
This paper is part of the Aetherium Foundations Phase, which develops the formal field equations, emergent geometry, and theoretical structure underlying the Aetherium substrate. The quantum measurement problem arises from the tension between the linear, deterministic evolution of quantum states and the emergence of single, definite outcomes in measurement. Standard formulations introduce collapse postulates or interpretive overlays but provide no physically grounded mechanism for outcome selection within a single world. The Aetherium framework resolves this tension by introducing a pre‑geometric substrate whose intrinsic property is coherence, constrained by the resonant structure of the substrate. Quantum states are coarse‑grained descriptions of coherence patterns, and measurement corresponds to a coherence‑reconfiguration event in which the combined system–apparatus coherence aligns with a resonance‑compatible configuration. Decoherence stabilizes this configuration by redistributing coherence across many degrees of freedom, while probabilities arise from the relative stability of resonant attractor states, yielding the Born rule as a structural consequence of the substrate’s resonance architecture. This coherence‑first ontology provides a single‑world, realist, and local account of measurement that preserves the empirical success of quantum theory while eliminating collapse, branching, and observer‑dependence. The result is a unified and physically meaningful foundation for understanding the quantum‑to‑classical transition.