Double-slit interference, weak-light interference, nominal single-photon counting, which-path experiments, Mössbauer resonance, the Pound–Rebka frequency shift, and EUV/BEUV multilayer reflection are reconstructed as record-generation problems involving a propagating signal, external habitat, boundary construct, receiver internal habitat, and threshold conditions. The popular statement that light is a wave when unobserved and becomes a particle when observed is replaced by a testable physical hierarchy: human awareness is absent from the apparatus dynamics; path markers, detectors, polarizers, scattering constructs, absorbing layers, and environmental coupling alter the experimental habitat and therefore the record [3–8]. A complete light signal packet SP_gamma is introduced. “Complete” means that the propagating variables are fully specified within a chosen optical channel, direction, mode, bandwidth, and time window; it does not mean that the signal reproduces the complete internal state of the source. Source-side bound-state transition, propagating signal, and receiver-side excitation, ionization, or click are kept distinct. The cross-internal-habitat equation defines R_x as a thresholded feedback record. Wave-like records are reclassified as coherent-feedback records, particle-like clicks as local threshold records, and quantum erasure as path-information reclassification rather than information destruction. Mössbauer, Pound–Rebka, and EUV/BEUV data further show that records are jointly generated by signals, material electronic structure, boundaries, and thresholds [9–24].
Double-slit interference, weak-light interference, nominal single-photon counting, which-path experiments, Mössbauer resonance, the Pound–Rebka frequency shift, and EUV/BEUV multilayer reflection are reconstructed as record-generation problems involving a propagating signal, external habitat, boundary construct, receiver internal habitat, and threshold conditions. The popular statement that light is a wave when unobserved and becomes a particle when observed is replaced by a testable physical hierarchy: human awareness is absent from the apparatus dynamics; path markers, detectors, polarizers, scattering constructs, absorbing layers, and environmental coupling alter the experimental habitat and therefore the record [3–8]. A complete light signal packet SP_gamma is introduced. “Complete” means that the propagating variables are fully specified within a chosen optical channel, direction, mode, bandwidth, and time window; it does not mean that the signal reproduces the complete internal state of the source. Source-side bound-state transition, propagating signal, and receiver-side excitation, ionization, or click are kept distinct. The cross-internal-habitat equation defines R_x as a thresholded feedback record. Wave-like records are reclassified as coherent-feedback records, particle-like clicks as local threshold records, and quantum erasure as path-information reclassification rather than information destruction. Mössbauer, Pound–Rebka, and EUV/BEUV data further show that records are jointly generated by signals, material electronic structure, boundaries, and thresholds [9–24].
Optical experiments have produced reliable and diverse records of spatial distributions, localized detection, energy exchange, and conditional statistics. This paper accepts those records and does not attribute the predictive success of quantum theory to cognitive error. Its aim is to audit the reasoning chain from experimental conditions, signal conversion, and instrument records to judgments about wave–particle ontology. The method separately defines source state, process action, process signal, observation signal, recorded data, statistical computation, and model interpretation, then revisits selected cases in that order and recalculates parameters from an atomic wave-packet scattering experiment published in 2025. Period analysis begins with the frequency of a specified signal mode and distinguishes carrier period, wave-packet duration, pulse repetition interval, detector time resolution, event interval, quantum-state occupation, and an observer’s temporal integration. The case audits show that localized clicks and accumulated interference distributions constrain different statistical levels; conditional subsamples in path-marking experiments do not replace the unsorted ensemble; and coherent fractions and path information in atomic wave-packet scattering depend on explicit model mappings. The evidence supports a limited conclusion: experimental records alone do not uniquely entail that light switches between two mutually exclusive ontological identities. Moving from model comparison to a universal ontological judgment requires additional argument. This paper does not claim that signal-identification bias caused the historical development of wave–particle duality, nor does it aim to eliminate quantum probability. The Discussion briefly introduces a candidate process picture in which continuous transmission and localized records coexist. Evidence reliability, scope, and limitations are summarized at the end. The paper closes the logic of the experimental inference chain; it does not provide quantitative constitutive closure for the candidate explanation.
This paper proposes a boundary-mediated experimental habitat framework for interpreting light-wave signal outputs in classical and modern double-slit-related experiments, including paper double slits, 57Fe nuclear-resonant nanoscale Young double waveguides, MIT single-atom wave-packet scattering, single-photon double-slit and quantum eraser experiments, controlled electron interference, and multipath nanophotonic-chip experiments. The central claim is that incident light or microscopic objects do not generate detector outputs as unmodified entities. Instead, they are transformed into object-relative information within an experimental habitat composed of apertures, atomic wave packets, nanoscale waveguides, resonant material layers, path-information structures, and detection systems. Core model: SP_i -> B_X -> CF_X -> IP_X -> O_X Here, an incident signal packet (SP_i) interacts with boundary constructs (B_X) and constraint fields (CF_X), generates object-relative information (IP_X), and is finally converted into observable output (O_X). Using publicly available experimental parameters, the paper recalculates representative quantities for ordinary double-slit interference and the 57Fe nuclear-resonant double-waveguide experiment. The calculations show that common visible-light double-slit conditions produce millimeter-scale interference fringes, while 14.4 keV nuclear-resonant X-rays in a 57Fe double-waveguide system with a 50 nm baseline can also yield millimeter-scale far-field fringe periods. A nuclear-resonant phase shift of order pi corresponds to an approximately 0.860 mm lateral fringe displacement at a 1 m detection distance. This paper is not a new 57Fe or MIT experimental report. It is a theoretical synthesis and habitat-informatics reconstruction based on published experimental literature. Its original contribution is a unified state-computation model in which light is treated as an electromagnetic-quantum wave signal modulated by boundary constructs. The paper integrates geometric apertures, nuclear-resonant material boundaries, single-atom wave-packet boundaries, and programmable multipath photonic-chip boundaries into a common object-boundary-signal-information-output framework, with falsifiable predictions and parameter-sensitivity reasoning.
Habitat Information Physics, Volume I establishes a unified physical framework for describing objects, boundaries, fields, signals, interactions, and measurement records across multiple scales. The book introduces the habitaton and the habitaton field as foundational physical concepts. It explains light as a continuous signal wave propagating through the habitaton field, interprets discrete optical counts as detector-threshold records, defines the electron as a bounded habitaton cluster, and reconstructs long-range celestial constraints without treating mass as their primary ontological source. Across twenty chapters and four technical appendices, the framework is applied to double-slit interference, beam-splitter experiments, atomic and nuclear transitions, photoionization, Mössbauer spectroscopy, the Pound–Rebka experiment, Josephson relations, slow and stopped light, vacuum birefringence, neutrino experiments, and Solar-System orbital dynamics. This volume presents a systematic and testable research program for understanding how physical states are generated, transmitted, reorganized at boundaries, and converted into observable records. It offers a new foundation for field theory, foundational physics, complex systems, and cross-scale physical organization.
The double-slit experiment is recast within the Event Density (ED) program, a 13-primitive generative substrate ontology, as the structural composition of four substrate-level mechanisms acting on a single chain C: (i) multi-channel participation below the P12 ED-threshold, with one chain distributing bandwidth across slit-A, slit-B, and downstream channels per P02 + P04 + P07 + Paper_072 — no splitting, no duplication; (ii) coherent V1 propagation (Paper_089) preserving the substrate phase difference Δπ(x); (iii) the detection-plane participation distribution ρ^C(x) = |Σ_K P_K(x)|², whose constructive/destructive structure gives the fringe pattern as the per-trial commitment-probability density (Paper_003 Born frequency limit + Paper_005 projector); (iv) threshold-driven collapse with which-path-as-V5-injection: V5 cross-channel coupling (Paper_063, Paper_090) to a path-distinguishing environment transfers substrate event-density into C, raising local ED above Θ_ED and triggering single-channel commitment before the participation field reaches the detector. Delayed-choice carries no retrocausality: threshold-crossing is local in time and follows V5 coupling at the moment any path-distinguishing apparatus engages the chain. The ED account replaces wave-particle duality with single-chain multi-channel participation, epistemic collapse with V5-driven substrate ED injection above Θ_ED, and retrocausal pilot-wave with local-in-time threshold-crossing. Verdict per Paper_095: M3 (form-IDENTIFIED + value-INHERITED). Form IDENTIFIED: the interference pattern as participation distribution; binary collapse at Θ_ED; visibility loss under V5 coupling; locality-in-time of delayed-choice. Value INHERITED: fringe spacing Δx = λL/d, λ = h/p, the apparatus-specific value of Θ_ED, the visibility-vs-coupling curve. Sharpest falsifier (F1): a quantum carrier whose local ED demonstrably exceeds Θ_ED yet sustains multi-channel interference at the detector — refutes the P12 + P11 + Paper_005 commitment composition. The paper does not claim derivation of λ = h/p, fringe geometry, or the decoherence curve from substrate primitives, nor closed-proof reconstruction in the Hardy / CDP / Coecke-Kissinger sense; its substantive content is the substrate-side composition that lets the double-slit experiment be read as one chain, one commitment per trial, no wave-particle duality required.
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.
How finite source updates become interference, field equations and detector records sn+1=UAsn,UATUA=I,py(n)=∥Ky,RUAns0∥2,y∑Ky,RTKy,R=I. Localized completed-event transport reaches the receiver The source exponential now has a derived map into the local two-tick phase history. In the qualified free-source and local-history receiver class: δΦR(N)=BRDAUANδs,DAUAN=LANDA,supp(DAδs)⊆A,daddr(A,R)>N⟹δΦR(N)=0,py+(N)=py−(N). Here D_A is derived from the inherited recurrence, L_A is its radius-one history update, and B_R reads a declared address window. The complete instrument includes missed events. The paper supplies an exact one-rail example with probabilities one and zero inside the preparation region, and a leakage bound for imperfect localization. It also proves the infinite multidimensional compact-band obstruction and retains the nonlocal canonical-receiver counterexample. This is a scoped causal readout theorem, not universal interacting-field microcausality or a new experimental signal. TV(pR+,pR−)≤min{1,2κR,NϵR,N}. The preparation leakage and finite response norm must be independently fixed; they cannot be fitted to absorb detector results. All inherited scientific content remains, with 2,161 further deterministic checks and 16 adversarial mutations in a third reproducibility module. The QTT construction written explicitly The admitted free-source law can be written directly as counted real-phase evolution followed by physical receiver access: ΦR(NtA)=CRUA(N)s0,UA(N)=exp[−2NJarcsinQA],QA=Q⊕Q,0≤Q≤I,Q=(−ΔA/4)∣HA6,J2=−I,JT=−J,[J,QA]=0,N∈N0. The paper proves exact equivalence to its inherited finite block propagator at every nonnegative integer source tick, including both spectral endpoints. Q is the address operator restricted to the A6-admitted band; its direct sum acts on both real dial components. The receiver and completed-event source retain their physical qualification conditions. The construction is exact in the stated coherent massless free-packet sector, not an assertion that every interacting field has this free law. QTT constructs wave and field behaviour from a finite source: real phase dials, admitted updates and completed receiver records. The paper carries that source through an exact two-path interference calculation, normalized sequential instruments and a quantitative detector-error bound. A smooth continuum field is not an additional starting substance in this construction. When does a field image contain enough information? A projected field has an autonomous linear update exactly when the source information it omits cannot feed back into view: CRUA=VRCR⟺UAkerCR⊆kerCR. Two worked sources have the same present retained image and opposite future output ports. The paper then constructs finite electromagnetic Gauss, Faraday and work balances, connects the inherited exact wave propagator to its smooth limit, and gives an A2 gravitational source reading. The reconstruction states its source metric, transport, instrument and count-completion premises explicitly. It distinguishes finite addresses from finitely many possible phase states, and physical source selection from mathematical representation. The ideal matched quantum calculation also requires no outcome fitting. The reconstruction archive includes full source, the scientific illustration, the inherited numerical tables and 1,109 deterministic checks with 15 mutation checks, plus 664 additional explicit-construction checks and 10 mutations. These are reproducible mathematical fixtures, not new experimental observations. The fixed finite-wave residual retains its separate laboratory-access and sensitivity requirements. Stable paper DOI · Wave Dynamics · Completed-Event Transport · Main Book · Corpus Tree