Field-Transport Trajectory Framework (FTTF): Four connected manuscripts on transport, actualization, radiative feeding, matched-threshold measurement, and joint matter-radiation transport channels
This record contains a three-paper sequence developing the Field-Transport Trajectory Framework (FTTF), a field-first approach to quantum trajectories and measurement. Across the series, the central idea is that current-derived trajectories can be retained as channels of wave or field transport without assuming permanently occupied microscopic particle paths, while localized outcomes are treated as later event-forming actualizations rather than automatic consequences of interaction or decoherence. The sequence is architectural and phenomenological rather than a completed replacement for standard quantum theory. Paper I, Trajectories without Occupied Bohmian Particles, Detector Actualization, and a Conditional Lag Test, introduces the basic framework in the nonrelativistic setting. It preserves the usual current-based transport geometry but reinterprets it in field-first terms, and proposes that interaction, decoherence, and detector actualization should be treated as distinct stages. Its main empirical target is a two-path interferometer with tunable which-path probes, where the framework predicts a possible regime in which unconditional visibility loss begins before genuine branch-click events become common, while the no-click conditioned subensemble still exhibits two-channel transport. Paper II, Dirac hydrogen, coherent bound-state change, the 2p → 1s channel, and photon actualization, extends the framework to hydrogen in a Dirac-field setting. It distinguishes bound-state geometry from transport geometry, introduces transition current as the carrier of coherent bound-state reorganization, and develops the 2p→1s channel as a benchmark radiative case. Standard spontaneous-emission dynamics are retained at the microscopic level, while the framework proposes a further event layer that separates radiative feeding from photon actualization. Paper III, Resonant Thresholds, Channel-Matched Actualization, and Structured-Environment Tests of Measurement, develops a more specific and testable refinement of the event layer. Instead of treating actualization as a bare scalar threshold, it proposes that durable outcomes arise when pre-event feeding becomes sufficiently matched to a detector or environmental mode capable of record-forming stabilization. The paper formulates this as a matched-threshold law and proposes experimental tests in structured photonic environments, circuit-QED systems, interferometric detector-mode scans, and resonant atom-cloud platforms. Taken together, the three manuscripts propose a layered program separating transport, coherent change, radiative feeding, and actualization, while identifying experimental regimes in which this separation might be tested against strong conventional null models built from standard open-system dynamics and calibrated detector response.
This record contains a three-paper sequence developing the Field-Transport Trajectory Framework (FTTF), a field-first approach to quantum trajectories and measurement. Across the series, the central idea is that current-derived trajectories can be retained as channels of wave or field transport without assuming permanently occupied microscopic particle paths, while localized outcomes are treated as later event-forming actualizations rather than automatic consequences of interaction or decoherence. The sequence is architectural and phenomenological rather than a completed replacement for standard quantum theory. Paper I, Trajectories without Occupied Bohmian Particles, Detector Actualization, and a Conditional Lag Test, introduces the basic framework in the nonrelativistic setting. It preserves the usual current-based transport geometry but reinterprets it in field-first terms, and proposes that interaction, decoherence, and detector actualization should be treated as distinct stages. Its main empirical target is a two-path interferometer with tunable which-path probes, where the framework predicts a possible regime in which unconditional visibility loss begins before genuine branch-click events become common, while the no-click conditioned subensemble still exhibits two-channel transport. Paper II, Dirac hydrogen, coherent bound-state change, the 2p → 1s channel, and photon actualization, extends the framework to hydrogen in a Dirac-field setting. It distinguishes bound-state geometry from transport geometry, introduces transition current as the carrier of coherent bound-state reorganization, and develops the 2p→1s channel as a benchmark radiative case. Standard spontaneous-emission dynamics are retained at the microscopic level, while the framework proposes a further event layer that separates radiative feeding from photon actualization. Paper III, Resonant Thresholds, Channel-Matched Actualization, and Structured-Environment Tests of Measurement, develops a more specific and testable refinement of the event layer. Instead of treating actualization as a bare scalar threshold, it proposes that durable outcomes arise when pre-event feeding becomes sufficiently matched to a detector or environmental mode capable of record-forming stabilization. The paper formulates this as a matched-threshold law and proposes experimental tests in structured photonic environments, circuit-QED systems, interferometric detector-mode scans, and resonant atom-cloud platforms. Taken together, the three manuscripts propose a layered program separating transport, coherent change, radiative feeding, and actualization, while identifying experimental regimes in which this separation might be tested against strong conventional null models built from standard open-system dynamics and calibrated detector response.
This record presents Execution-Based Quantum Theory of Measurement: A Thermodynamic Completion Framework, a theoretical framework addressing the unresolved question of how and when quantum possibilities become executed physical outcomes. Standard quantum mechanics accurately predicts probability distributions but does not specify the physical conditions under which a potential outcome becomes an irreversible fact. This work proposes a completion rule, not an interpretation, grounded in continuous time evolution, irreversible dissipation, and global informational consistency. The framework introduces: Execution as a time-extended, physical process distinct from decoherence A minimum irreversible energy dissipation condition required for outcome realization A measurable execution timescale (τₑₓₑc), distinct from decoherence time A Wait State regime where interference may be suppressed while execution remains incomplete Conditional, sequential extension of reality through successive executions, without invoking observer causation, instantaneous collapse, or parallel universes The theory preserves all established first principles, including unitary quantum dynamics prior to execution, thermodynamics, and a single continuous spacetime. Observers and measurements are treated as physical record-holders that arise after execution, not as causal agents. Four falsifiable experimental tests are proposed across independent platforms: Tunable dissipation in superconducting circuit QED Photonic which-path storage with dissipation gating Mesoscopic pointer systems with controlled environmental damping Matter-wave interferometry under adjustable thermal load Each experiment provides explicit scaling laws and failure criteria to test the separation between decoherence and execution. This framework is derived from, but does not redefine, the Resonance Trinity Law (RTL), which serves as the parent substrate-level principle. No experimental validation is claimed in this record; the purpose is to define a clear, testable theoretical structure and safeguard authorship prior to experimental investigation.
This work develops a structural framework in which light is understood not as a propagating particle or wave, but as a process of electromagnetic field reorganization constrained by geometry and material conditions.Emission is treated as a local disruption of field coherence rather than the creation of a traveling entity. Between emission and absorption, the field enters an open, pre-realizational phase in which no localized physical event occurs. Geometry, material boundaries, and environmental structure act as physical selectors that restrict admissible field configurations. A photon is realized only at absorption, as the localized closure of this open field organization.The framework integrates established empirical phenomena — including spontaneous emission, interference with single quanta, cavity quantum electrodynamics, detector discreteness, and mirror behavior — into a single causal architecture, without introducing new field equations or modifying the formalism of Maxwellian electrodynamics or quantum electrodynamics.The speed of light is interpreted as a structural limit governing the maximal rate at which coherent field organization can be maintained across spatial separation, rather than as the velocity of a transported object. The work further identifies a continuity between quantum and gravitational regimes, in which both emerge from a common phase structure but correspond to different domains of realizability.The proposal is structural rather than dynamical in scope. It does not introduce new laws or entities, but specifies where and when physical events are taken to occur within existing electromagnetic theory, thereby providing a unified physical account of emission, interference, reflection, and photon detection.
This monograph develops a particle-first framework for many-particle quantum mechanics based on finite topological carriers, their actual causal histories, and a physical spacetime–vacuum substrate. The construction retains three physical axioms: microscopic ontic definiteness with finite localization, the physical reality of the substrate, and persistent causal source–response coupling. Euclidean self-return is treated as a geometric condition of a specified substrate realization rather than an additional matter axiom. The framework connects covariant parent dynamics and finite-energy carrier configurations to stratified many-particle configuration spaces, joint histories, preparation measures, probability currents, and conditional phase and Hilbert-space representations. Fixed- and variable-particle-number dynamics are formulated within a common sector-resolved description. Particular attention is given to finite-core interactions, historical memory, collision-induced changes in carrier decomposition, scattering, bound states, resonances, creation, annihilation, and decay. The manuscript presents scattering constructions for specified short-range interaction classes, together with multichannel and three-cluster formulations. Exchange statistics, entanglement, measurement records, kinetic reduction, and collective phenomena are examined as related aspects of the enlarged carrier–substrate dynamics. Local fields, propagators, diagrammatic expansions, and other effective computational tools are introduced downstream as representations on explicitly restricted domains. Their use does not assign independent ontic status to operator-valued fields or internal diagram lines. Mathematical results, physical-realization assumptions, numerical calculations, and empirical validation are distinguished throughout. A complete computational replacement for quantum field theory is not claimed: model-specific interaction kernels, reproducible many-particle calculations, and quantitative comparisons between particle and effective-field descriptions remain central tasks. Owing to the integration of material developed through successive stages of research and revision, the present draft contains some uneven organization, repetition, and discontinuities in its logical presentation. A simplified and reorganized version, with a clearer logical sequence and more concise exposition, is planned for subsequent publication. Keywords Finite topological carriers; causal histories; many-particle quantum mechanics; stratified configuration spaces; historical memory; collision and scattering; variable particle number; quantum reactions; exchange statistics; effective field representations.
This record contains version 2 of the preprint “Identifiability Limits in Experimental Tests of Quantum Collapse.” It supersedes the conceptually broader first version deposited under DOI 10.5281/zenodo.19617199 and substantially revises the framing, formal results and experimental analysis. The paper formulates experimental tests of objective-collapse dynamics as an operational identifiability problem. It shows that finite accessible CPTP process statistics cannot uniformly distinguish fundamental nonunitarity from an unrestricted unitary-environment dilation. It then separates visibility loss, record formation and global measurement access, and derives a nuisance-profiled Fisher-information criterion for determining when complementary measurement channels jointly identify a shared collapse-parameter vector. A four-arm matched-control architecture is proposed that combines baseline stability, coherent reversibility, calibrated decoherence, durable-record formation and at least one independent side-effect channel. The result is a falsifiable experimental decision framework and a boundary on what accessible data can establish; it is not presented as an ontological solution of the quantum measurement problem. A major technical revision is available as version 3 under DOI 10.5281/zenodo.22072199. This record contains version 2 of the preprint “Identifiability Limits in Experimental Tests of Quantum Collapse.” It supersedes the conceptually broader first version deposited under DOI 10.5281/zenodo.19617199 and substantially revises the framing, formal results and experimental analysis. The paper formulates experimental tests of objective-collapse dynamics as an operational identifiability problem. It shows that finite accessible CPTP process statistics cannot uniformly distinguish fundamental nonunitarity from an unrestricted unitary-environment dilation. It then separates visibility loss, record formation and global measurement access, and derives a nuisance-profiled Fisher-information criterion for determining when complementary measurement channels jointly identify a shared collapse-parameter vector. A four-arm matched-control architecture is proposed that combines baseline stability, coherent reversibility, calibrated decoherence, durable-record formation and at least one independent side-effect channel. The result is a falsifiable experimental decision framework and a boundary on what accessible data can establish; it is not presented as an ontological solution of the quantum measurement problem. Files in this record:1. Main preprint PDF.2. Reproducibility package containing the journal-neutral source, editable manuscript, original figures, deterministic calculation and figure-generation code, machine-readable results, citation metadata and SHA-256 checksums. The included calculations are deterministic mathematical and synthetic checks; they are not experimental validation.
This working-paper series began from a frustration with the common way quantum phenomena are often described as if a particle is both a particle and a wave at the same time. I wanted to get to the bottom of the conceptual tension between the local particle-like outcome and the broader wave-like or field-like structure behind it. In that attempt, I first believed I was building my own model. As the work developed, I came to understand that much of the framework can be read as a clearer conceptual formulation of the field-based view already present in quantum field theory: the particle as the local outcome, and the field as the underlying order that makes such outcomes possible. This record contains version 0.1 of The Field-Outcome Model, a conceptual working-paper series consisting of documents 00–10. The series develops a framework for describing the relation between field order, contact conditions, local outcomes, and signature profiles. It begins with the idea of the electron as a local field outcome and extends the same conceptual grammar toward measurement points, bound electronic field forms, electron transitions, center conditions, atomic signatures, charge polarity, particle regimes, superposition, entanglement, and a preliminary profile notation. The work is intended as a conceptual and formal-development archive. Established mathematical relations such as P(r)=|ψ(r)|², P(x)=|A₁(x)+A₂(x)|², and ΔE=hf are retained as anchors while the documents explore a clearer organizing language around field outcomes and profiles. The purpose of this release is to provide a citable, timestamped, externally readable version of the model for review, critique, discussion, and further formal development.
The Firefly Interferometer is an independent hypothetical research proposal and quantitative experimental framework for testing whether calibrated bioluminescent light can alter matter-wave interference in a sealed two-compartment system. After a matter wave is coherently split, photons emitted by one or more bioluminescent organisms are transported from a separate dark atmospheric compartment into a defined interaction region. The admitted photons cross both separated matter-wave paths after the splitter and before the detector, then terminate in an optical dump outside the particle trajectories. The external detector measures fringe visibility, phase and total transmission. The proposal distinguishes between a null response, conventional optical coupling reproduced by a physically matched artificial source, and a blinded exploratory residual associated with the biological source. It specifies optical-throughput accounting, incident photon-dose calibration, uncertainty propagation, control conditions, randomisation, blinding, falsification criteria and a direct free-electron Thomson-scattering benchmark. The framework also distinguishes sub-wavelength and resolved path-separation regimes through the ratio Δx/λ, and treats temporal overlap between stochastic bioluminescent emission and matter-wave transit as an explicit calibration variable. Alternative platforms—including resonant atoms, optical cavities, waveguides, photonic-crystal structures and engineered transducers—are considered where direct visible-photon/free-electron coupling is too weak. This record is a research proposal for public discussion and technical review. No biological or matter-wave interferometry experiment is reported, no empirical result is claimed, and the manuscript has not been peer reviewed. An associated computational sandbox for modelling photon transport, matter-wave coherence and detector outcomes is under development. It is intended for release as a separate software record and will subsequently be linked to this publication. AI assistance disclosure: OpenAI ChatGPT was used to assist with manuscript drafting, structural editing, equation formatting, and some figure preparation. The originating concept, experimental premises, research direction and final editorial decisions are those of Matthew Riley. The author reviewed the final manuscript and accepts responsibility for the deposited content.