Experimental practice in high-energy physics relies on an implicit methodological assumption: that the quantum coherence of a well-defined subsystem can be treated as independent of the global structural complexity of the entire event. While this assumption underlies standard factorized descriptions and has proven extraordinarily successful, it has not been explicitly formulated nor empirically tested as a standalone hypothesis. This work makes that implicit assumption explicit and proposes a systematic empirical test of coherence invariance with respect to global event complexity. The contribution is methodological rather than phenomenological: no new particles, mechanisms, or specific experimental effects are predicted. Instead, the paper formulates a falsifiable null hypothesis asserting statistical consistency of a subsystem coherence observable across variations in event-level structural complexity, and outlines a conceptual experimental protocol suitable for LHC environments. The proposal is deliberately distinct from standard decoherence or open-quantum-system analyses. It does not model environmental coupling or dynamical loss of coherence, but tests the empirical validity of the commonly assumed independence between subsystem-level quantum correlations and global many-body event structure. By identifying coherence invariance itself as an empirical assumption and rendering it testable, this work delineates the domain of validity of factorized quantum descriptions in high-energy experiments and provides a clean methodological framework for future experimental scrutiny.
Experimental practice in high-energy physics relies on an implicit methodological assumption: that the quantum coherence of a well-defined subsystem can be treated as independent of the global structural complexity of the entire event. While this assumption underlies standard factorized descriptions and has proven extraordinarily successful, it has not been explicitly formulated nor empirically tested as a standalone hypothesis. This work makes that implicit assumption explicit and proposes a systematic empirical test of coherence invariance with respect to global event complexity. The contribution is methodological rather than phenomenological: no new particles, mechanisms, or specific experimental effects are predicted. Instead, the paper formulates a falsifiable null hypothesis asserting statistical consistency of a subsystem coherence observable across variations in event-level structural complexity, and outlines a conceptual experimental protocol suitable for LHC environments. The proposal is deliberately distinct from standard decoherence or open-quantum-system analyses. It does not model environmental coupling or dynamical loss of coherence, but tests the empirical validity of the commonly assumed independence between subsystem-level quantum correlations and global many-body event structure. By identifying coherence invariance itself as an empirical assumption and rendering it testable, this work delineates the domain of validity of factorized quantum descriptions in high-energy experiments and provides a clean methodological framework for future experimental scrutiny.
In simple terms, this work defines how potential limits to the reconstructibility of quantum coherence can be translated into measurable experimental constraints. It introduces a minimal phenomenological framework for testing possible structural limits to the reconstructibility of quantum coherence in the context of OFID-G. Rather than proposing a new dynamical model, the approach defines an operational residual quantity after calibration of environmental decoherence, and introduces minimal parametrizations of this residual as a function of experimentally controllable parameters. Two generic behaviors are considered: a continuous residual contribution leading to an irreducible floor, and a threshold-like transition beyond a critical parameter value. This framework allows null experimental results to be translated into quantitative constraints, providing a direct interface between conceptual hypotheses and experimental methodologies in mesoscopic quantum systems. This work complements previous experimental proposals by providing a minimal parameterization layer suitable for interpretation and constraint-setting. In line with standard approaches to parameter estimation in quantum experiments, the framework enables systematic constraint-setting from null results.
Experimental Signatures and Falsifiability of Phase Ontology: How a Phase-Primary Framework Can Be Tested (Phase Ontology — Part VII) completes the Phase Ontology series by translating its core claims into concrete, falsifiable expectations. While Parts I–VI argue that phase coherence is physically real and that spacetime is an emergent projection of stable phase relations, this paper makes the scientific demand explicit: the framework must constrain what should be observed in the laboratory—not merely reinterpret existing results. The paper outlines a set of testable signatures that should appear if measurement is genuinely a phase-locking process, if coherence is a physical resource that can be preserved or dispersed, and if detectors and environments are active material participants rather than generic sources of noise. Key experimental arenas include: (1) detector-dependent phase-locking thresholds (e.g., interferometry where small, controlled detector-material changes produce disproportionate shifts in localization/fringe behavior), (2) coherence capacity and delayed classicality (engineered environments that produce non-linear regime changes rather than only smooth decoherence), (3) entanglement under structured phase environments (sensitivity to structured phase modulation beyond standard loss/noise parameters), (4) precision clocks as phase probes (searching for residual coherence-environment dependencies beyond known systematics), and (5) macroscopic coherence bridge regimes in superconducting and mesoscopic networks where topology and coupling geometry should matter in structured ways. Crucially, the paper states what falsification would look like in practice: if across multiple platforms detector variations yield no structured threshold effects, coherence isolation produces only fully predictable smooth behavior, entanglement responds solely to standard channel parameters, and precision clocks show no reproducible residual coherence-structure dependence, then Phase Ontology remains an interpretation but loses its claim to be an empirically distinct physical framework. A staged experimental program is proposed, moving from tabletop interferometry to progressively more demanding coherence and clock tests.
This work addresses the long-standing claim that interference phenomena—most notably in double-slit–type experiments—cannot be physically modeled without invoking wave propagation or particles following multiple trajectories. We show that this claim rests on an implicit restriction to local, dynamical descriptions acting between emission and detection. We introduce a minimal framework in which detection events are treated as discrete realizations occurring at an absorbing boundary, while the observed interference pattern arises from global structural admissibility constraints of the full experimental configuration. The model does not attempt to generate or predict individual detection events. Instead, it characterizes the statistical distribution of outcomes as a property of realization closure rather than of local evolution in transit. Within this approach, interference patterns are understood as emergent statistical signatures of global realization structure, not as evidence of propagating waves, hidden variables, or oscillatory dynamics in space. The framework preserves all empirical features of standard interference experiments while avoiding assumptions about intermediate physical processes that are neither observed nor required by theory. This work is consistent with relativistic and quantum no-go results concerning photon trajectories, localization, and in-flight observables. It complements earlier structural interpretations of light and realization by providing a concrete, physically explicit model demonstrating how stable interference statistics arise without propagation. The contribution clarifies the precise sense in which interference is modelable, and the sense in which it is not: individual events remain intrinsically unpredictable, while their global organization is physically intelligible at the level of realization structure. The model introduces no new forces, fields, or modifications of established equations, and is intended as a refinement of conceptual foundations rather than a replacement of existing formalisms.
This work introduces a minimal and operational framework for describing decoherence in open quantum systems as a finite-time process. Rather than proposing a new dynamical theory or modifying the axioms of quantum mechanics, the article introduces a bounded, causal, and dimensionless scalar quantity — a local temporal coherence field C(x,t), designed to diagnose the persistence of temporal correlations over a finite causal window. The coherence field is constructed from experimentally accessible observables or reduced-state quantities via a kernel-weighted causal average. It does not represent a new physical degree of freedom and does not introduce additional equations of motion. Instead, it provides a compact diagnostic layer that makes the finite-time structure of coherence explicit, complementing standard descriptions based on memory kernels, time-dependent generators, and Lindblad master equations. The framework is shown to interface naturally with non-Markovian dynamics, coherence-weighted decoherence processes, and effective decay rates, while remaining consistent with standard GKSL structures in the appropriate limits. Its scope, limitations, and relation to existing non-Markovianity measures are explicitly discussed. The coherence-field perspective is intended as an operational and experimentally falsifiable diagnostic tool, applicable across a range of contemporary platforms where finite-time coherence effects are relevant (e.g. superconducting circuits, hybrid light–matter systems, and driven non-equilibrium regimes).This article forms part of the broader Ranesis conceptual framework, which investigates the role of finite-time persistence, coherence, and temporal organization across physical and informational systems. Within that context, the present work constitutes a self-contained and domain-specific application to open quantum systems. No assumptions, postulates, or formal structures from the broader framework are required to read or validate the results presented here.
Quantum decoherence—the loss of coherence in a quantum system due to environmental coupling—has been described since the 1980s as a continuous exponential decay of the off-diagonal elements of the density matrix. This mathematical description captures the statistical average of many events, not the underlying mechanism of decoherence itself. Based on the Structural Axiom System (Lin Xiaohei, 2026), this paper proposes: **decoherence is not a continuous, smooth decay, but a discrete process composed of indivisible micro-coupling events.** Each micro-coupling event corresponds to a structural unit—a binary asymmetric relation, the smallest configurational unit—taking shape between system and environment. Each step of decoherence removes one integer share of quantum coherence; macroscopic "gradual decoherence" is the statistical smoothing of many discrete steps. This paper provides: 1. A quantitative formula for the step height: κ = g × d, where g is the micro-coupling strength and d is the structural unit directionality, both independently calibratable. 2. A decomposable verification prediction: changing photon frequency → g changes, but d remains unchanged → the normalized step shape remains invariant. 3. A complete experimental design: single-photon path superposition state + precision environmental coupling + quantum state tomography. If this experiment succeeds, the structural unit will become the first directly observed "configurational quantum"—the empirical confirmation of the smallest unit of existence. This would be the ultimate resolution of the quantum-classical transition problem, comparable in significance to Brownian motion confirming the existence of atoms.
Abstract The Energy-Consciousness Observer Framework (ECOF) predicts that observer-field coupling introduces small, structured deviations in particle decay observables that scale with rest mass. If this coupling depends on local coherence gradients in the laboratory environment, measurable correlations should emerge between independent leptonic decay channels across LHC operational periods. We propose a specific, falsifiable test: fill-to-fill fluctuations in H→μμ and Z→μμ signal strengths should exhibit temporal correlations with coefficient r = 0.40 ± 0.15 after luminosity corrections. This correlation should disappear under time-scrambling (r < 0.1) and scale with lepton mass. The analysis uses existing Run 3 data, requires no new detector capabilities, and provides clear null controls. A positive result would constitute evidence for environment-dependent quantum coupling effects; a null result would constrain ECOF coherence-gradient models at the sub-percent level.