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Structured Light Dynamics and Indivisible Coherence: Empirical Field Observations and Comparative Ontologies of Emergence

Susan Delaney

Published Sep 26, 2026• 0 citations
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Abstract

This working paper examines epistemological and ontological parallels between Jacob Barandes’s formulation of indivisible stochastic actualization in quantum foundations and Susan Delaney’s research on Structured Light Phenomena (SLP) and Structured Light Dynamics (SLD). Barandes’s framework describes quantum actualization within a single, non-branching world, where stochasticity is intrinsic rather than a consequence of incomplete knowledge. Correspondingly, empirical SLP field observations conducted outdoors in natural environments document coherent photonic formations characterized by radial symmetry, harmonic organization, and reproducible spatiotemporal structure. SLD provides the theoretical and interpretive framework through which these phenomena are investigated as resonance-restricted processes in which field conditions constrain the emergence of structured outcomes. The comparative analysis examines conceptual correspondences involving stochastic actualization, non-Markovian dynamics, coherence, empirical fidelity, observational realism, resonance, and the methodological principle of “listening to Nature.” It distinguishes Barandes’s indivisible stochastic framework from SLD’s proposed extensions into field resonance, symbolic structuring, and participatory observation while identifying areas of conceptual convergence. Taken together, these perspectives suggest a possible single-world ontology in which stochastic actualization and resonance-mediated coherence operate as complementary modes of physical emergence. SLD further explores the hypothesis that structured photonic geometries may encode information through form, geometry, and resonance. Related Publications This working paper builds upon the author’s prior research on Structured Light Phenomena, presented in the following Zenodo publications: Delaney, S. (2025). Structured Light Phenomena: Resonant Fields in Natural Systems. Zenodo. https://doi.org/10.5281/zenodo.15328111 Delaney, S. (2025). Resonant Field Geometry in Nature: Structured Light Dynamics. Zenodo. https://doi.org/10.5281/zenodo.15620234 Delaney, S. (2025). Acoustic-Photonic Resonance in Nature: Structured Light Dynamics. Zenodo. https://doi.org/10.5281/zenodo.15665416 Delaney, S. (2025). Resonance-Restricted Quantum Actualization: Empirical and Theoretical Foundations. Zenodo. https://doi.org/10.5281/zenodo.15750986 Version 2 release note: minor formatting adjustments.

DOI
10.5281/zenodo.22982562

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Modern quantum measurement theory relies on successful but ontologically incomplete instrumental formalisms, such as decoherence theory, Lindblad dynamics, POVMs, and consistent histories. While these frameworks describe the operational behavior of measurement, they lack a structural account of outcome uniqueness. This paper demonstrates that Boundary-Induced Collapse (BIC), derived from the Theory of Axiomatic Necessity (TNA), provides the foundational ontology from which these formalisms emerge as partial projections. Within this framework, collapse is redefined as a deterministic structural minimization governed by the realizability functional F(psi,B), where B represents the boundary operator encoding experimental and environmental constraints. We establish explicit mathematical correspondences showing that standard quantum formalisms are operational shadows of an underlying boundary-controlled necessity. Quantum randomness is thus characterized as an epistemic consequence of unresolved boundary degrees of freedom, rather than a fundamental stochasticity. Finally, we prove that boundary projections form a complete POVM resolution of identity, naturally recovering the Born rule through boundary ensemble averaging. Diagram https://drive.google.com/file/d/1TxZtBJpwCAzkOGBU3sEpLwhV7DoC3tFA/view?usp=drive_link Boundary engineering: https://zenodo.org/records/18290437 Short explanatory video summarizing the Boundary-Induced Collapse (BIC) framework and its ontological motivation https://vimeo.com/1157778709?share=copy&fl=sv&fe=ci This framework remains physically undecidable until subjected to boundary-engineered experimental collapse, presented in DOI https://zenodo.org/records/18295265 "Technical Note: Empirical Validation of the BIC-TNA Model"DOI https://zenodo.org/records/18306759 "Experimental Predictions of Boundary-Induced Collapse (BIC) in Quantum Devices" Reader’s Guide: Given the high density of the TNA formalization, readers primarily interested in how this framework resolves standard quantum paradoxes (Bell’s non-locality, unitarity, and the Born rule) may find it efficient to first consult the FAQ/Appendix E. This section addresses the most common interpretative frictions by deriving them as structural consequences of the boundary-induced model, providing a clearer context for the technical derivation in the main body. Dedication “To my grandfather, a casino manager, who taught me that roulette cylinders are changed every week.”

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This working paper examines epistemological and ontological parallels between Jacob Barandes’s formulation of indivisible stochastic actualization in quantum foundations and Susan Delaney’s research on Structured Light Phenomena (SLP) and Structured Light Dynamics (SLD). Barandes’s framework describes quantum actualization within a single, non-branching world, where stochasticity is intrinsic rather than a consequence of incomplete knowledge. Correspondingly, empirical SLP field observations conducted outdoors in natural environments document coherent photonic formations characterized by radial symmetry, harmonic organization, and reproducible spatiotemporal structure. SLD provides the theoretical and interpretive framework through which these phenomena are investigated as resonance-restricted processes in which field conditions constrain the emergence of structured outcomes. The comparative analysis examines conceptual correspondences involving stochastic actualization, non-Markovian dynamics, coherence, empirical fidelity, observational realism, resonance, and the methodological principle of “listening to Nature.” It distinguishes Barandes’s indivisible stochastic framework from SLD’s proposed extensions into field resonance, symbolic structuring, and participatory observation while identifying areas of conceptual convergence. Taken together, these perspectives suggest a possible single-world ontology in which stochastic actualization and resonance-mediated coherence operate as complementary modes of physical emergence. SLD further explores the hypothesis that structured photonic geometries may encode information through form, geometry, and resonance. Related Publications This working paper builds upon the author’s prior research on Structured Light Phenomena, presented in the following Zenodo publications: Delaney, S. (2025). Structured Light Phenomena: Resonant Fields in Natural Systems. Zenodo. https://doi.org/10.5281/zenodo.15328111 Delaney, S. (2025). Resonant Field Geometry in Nature: Structured Light Dynamics. Zenodo. https://doi.org/10.5281/zenodo.15620234 Delaney, S. (2025). Acoustic-Photonic Resonance in Nature: Structured Light Dynamics. Zenodo. https://doi.org/10.5281/zenodo.15665416 Delaney, S. (2025). Resonance-Restricted Quantum Actualization: Empirical and Theoretical Foundations. Zenodo. https://doi.org/10.5281/zenodo.15750986 Version 2 release note: minor formatting adjustments.
This document is obsolete; its content has been fully integrated into the consolidated PSE manuscript. This document presents the foundational definitions of the Principle of Emerging Structure (PSE), a theoretical framework in which physical reality arises from a prespatial network of correlations governed by two fundamental principles: evolutionary coherence (E) and structural coherence (C).Within this framework, space and time are not primitive entities but emergent properties derived from the structural relations within the network. Particles are defined as stable, localized, and quantized configurations of coherence—stationary modes of the underlying structure—while fields correspond to diffuse, non‑localized modes of the same dynamics.Interactions are described as structural reorganizations that modify the stability of these modes, eliminating the need for fundamental forces. The wave–particle duality is resolved as an artifact of the emergent description: wave‑like and particle‑like behaviors correspond to different regimes of coherence. Measurement is interpreted as a structural reconfiguration induced by interaction, without invoking collapse or observer‑dependent mechanisms.The uncertainty principle emerges naturally from the impossibility of stabilizing incompatible structural modes simultaneously, providing a geometric rather than epistemic interpretation. Additional concepts such as decoherence and emergent gravity are defined in terms of changes in structural coherence and curvature of structural distance.This document establishes the conceptual and ontological basis of the PSE and serves as a reference for the other works in the series. This work complements the previous document published on Zenodo with DOI: https://doi.org/10.5281/zenodo.20218975. Andrea Toricelli - a.toricelli@hotmail.it
Modern quantum measurement theory relies on successful but ontologically incomplete instrumental formalisms, such as decoherence theory, Lindblad dynamics, POVMs, and consistent histories. While these frameworks describe the operational behavior of measurement, they lack a structural account of outcome uniqueness. This paper demonstrates that Boundary-Induced Collapse (BIC), derived from the Theory of Axiomatic Necessity (TNA), provides the foundational ontology from which these formalisms emerge as partial projections. Within this framework, collapse is redefined as a deterministic structural minimization governed by the realizability functional F(psi,B), where B represents the boundary operator encoding experimental and environmental constraints. We establish explicit mathematical correspondences showing that standard quantum formalisms are operational shadows of an underlying boundary-controlled necessity. Quantum randomness is thus characterized as an epistemic consequence of unresolved boundary degrees of freedom, rather than a fundamental stochasticity. Finally, we prove that boundary projections form a complete POVM resolution of identity, naturally recovering the Born rule through boundary ensemble averaging. Diagram https://drive.google.com/file/d/1TxZtBJpwCAzkOGBU3sEpLwhV7DoC3tFA/view?usp=drive_link Boundary engineering: https://zenodo.org/records/18290437 Short explanatory video summarizing the Boundary-Induced Collapse (BIC) framework and its ontological motivation https://vimeo.com/1157778709?share=copy&fl=sv&fe=ci This framework remains physically undecidable until subjected to boundary-engineered experimental collapse, presented in DOI https://zenodo.org/records/18295265 "Technical Note: Empirical Validation of the BIC-TNA Model"DOI https://zenodo.org/records/18306759 "Experimental Predictions of Boundary-Induced Collapse (BIC) in Quantum Devices" Reader’s Guide: Given the high density of the TNA formalization, readers primarily interested in how this framework resolves standard quantum paradoxes (Bell’s non-locality, unitarity, and the Born rule) may find it efficient to first consult the FAQ/Appendix E. This section addresses the most common interpretative frictions by deriving them as structural consequences of the boundary-induced model, providing a clearer context for the technical derivation in the main body. Dedication “To my grandfather, a casino manager, who taught me that roulette cylinders are changed every week.”
Quantum mechanics is traditionally interpreted as fundamentally indeterministic, elevating randomness to an ontological property of nature. This paper proposes a realist alternative within the Thermodynamic Narrative Ontology (TNA) framework, asserting that quantum randomness is not intrinsic but epistemic, emerging from incomplete access to the boundary conditions that govern structural projections. We reinterpret wavefunction collapse not as a stochastic event, but as a boundary-induced phase transition—a deterministic structural reconfiguration triggered by an abrupt shift in external constraints (B -> B'). By modeling measurement as an active redefinition of boundaries rather than passive observation, this framework accounts for non-local correlations and the statistical success of quantum formalism without invoking ontological chance. We argue that determinism resides in the boundary operators mediating the projection from the non-collapsed structural domain (aleph_1) into observable configurations (aleph_0). Consequently, quantum indeterminacy is reclassified as the "shadow" cast by unseen boundaries, reconciling the predictive power of quantum mechanics with a strictly realist and deterministic structural ontology. Boundary engineering: https://zenodo.org/records/18290437 Diagram https://drive.google.com/file/d/1TxZtBJpwCAzkOGBU3sEpLwhV7DoC3tFA/view?usp=drive_link Versioning Note New versions only add material to increase resolution.The conceptual object remains invariant.Version comparison for error detection is therefore meaningless. This short video is a conceptual overview of Boundary-Induced Collapse and its structural account of quantum measurement. https://vimeo.com/1157795828?share=copy&fl=sv&fe=ci To be continued... https://zenodo.org/records/18260026
This monograph presents the philosophical foundation of the ZEBTS framework — the Zero‑Entropy Topological Background and its χ‑Spectral reconstruction of reality. While earlier works introduced the operator‑geometric and spectral‑topological structure of χ‑Reality, this volume establishes the philosophical architecture that enables ZEBTS as a unified theory of the world. ZEBTS is developed as a comprehensive ontology of χ‑Reality, grounded in spectral geometry, operator physics, boundary‑driven emergence, and zero‑structure ontology. It interprets reality not as objects or substances but as a hierarchy of χ‑acts: admissibility, collapse, projection, meaning, existence, and world‑formation. The world appears as a χ‑spectral projection of the Absolute, structured by the Boundary, stabilized by collapse, and interpreted through meaning. Human existence functions as an ontological operator within this architecture. This monograph provides the philosophical justification for ZEBTS as formulated in the author’s previous works: Mukha, A. (2026). χ‑Spectral Reality: Foundations of the Operator‑Geometric Universe. Zenodo. https://doi.org/10.5281/zenodo.21937654 Mukha, A. (2026). ZEBTS — Zero‑Entropy Topological Background: χ‑Reality The Theory of Everything — SUPER 10 plus Version. Zenodo. https://doi.org/10.5281/zenodo.21921468 These publications establish the mathematical and operator‑geometric basis of χ‑Reality. The present monograph complements them by constructing the philosophical and conceptual foundation required for a complete understanding of ZEBTS. Thus, the monograph is the essential philosophical core of ZEBTS — the conceptual architecture showing why χ‑Reality, χ‑Spectral Geometry, χ‑Collapse, χ‑Boundary, and χ‑World are necessary ontological structures of existence.
Relational Quantum Mechanics (RQM) proposes that physical states exist only relative to other systems, but does not explain how such relational structures arise. This paper introduces the Relational Emergence Model (REM), which addresses this foundational gap by modeling the generation of relational structure as an explicit physical process. The central contribution is the differentiation map 𝒟 — not a unitary operator, but a structural bipartition-selecting map that produces explicit system–observer correlations from a pre-relational Hilbert space (Layer 0). Environmental decoherence 𝓔 then acts as a CPTP map on the articulated structure, stabilizing effectively classical facts (Layer 2). This three-layer architecture (pre-relational potential → relational articulation → phenomenal stabilization) provides a mathematically structured account of how relational reality becomes determinate. REM is compared with RQM, QBism, and Many-Worlds interpretations. Unlike these approaches, REM does not presuppose that relational structures are already formed — it models the generative phase that precedes perspectival consistency. The framework also provides a natural analysis of Wigner's Friend scenarios as multi-level differentiation processes. A structural correspondence (not equivalence) with Buddhist concepts of dependent origination (pratītyasamutpāda) and emptiness (śūnyatā) is identified: Layer 0 corresponds to the absence of intrinsic nature prior to differentiation; Layer 1 corresponds to the arising of relational structure through differentiation events. --- This is Paper 1 of the 6-paper Relational Emergence Model (REM) series: - REM1 (this paper) — Foundational framework: three-layer architecture and differentiation map- REM2 — Selection principles for the differentiation map (variational formulation) https://doi.org/10.5281/zenodo.19155166- REM3 — Generative differentiation via variational selection on factorization manifold https://doi.org/10.5281/zenodo.19157709- REM4 — Competing informational and dynamical criteria for subsystem structure https://doi.org/10.5281/zenodo.19637584- REM5 — Variational selection of tensor-product structure in quantum systems https://doi.org/10.5281/zenodo.19637651- REM_lambda — Variational generation of relational structure (physical interpretation of λ) https://doi.org/10.5281/zenodo.19641344
Preprint: This work is a preprint, has not undergone peer review, and is made publicly available to establish a public scientific record. This work formulates the Dynamical Information Geometry (DIG) framework in spatial dimension d > 1. Dynamical Information Geometry assigns an effective, state-dependent geometry to quantum many-body systems. Earlier work focused on the one-dimensional setting, where the structure of the framework can be developed in its simplest and most transparent form. This manuscript states the multidimensional formulation of DIG explicitly. In dimensions higher than one, information-induced geometry is inherently multidirectional and cannot be reduced to a single scalar quantity associated with a preferred coordinate. Directionality and projection therefore enter as intrinsic structural aspects of the framework. The presentation is theoretical and structural in nature. It fixes the multidimensional formulation of Dynamical Information Geometry at the level of the framework itself and is not tied to particular realizations, implementations, or test scenarios. For reference and context, related DIG manuscripts include: DIG Part I (theoretical framework):https://doi.org/10.5281/zenodo.17983399 DIG Part II (numerical validation):https://doi.org/10.5281/zenodo.17982058 DIG Part III (hardware validation):https://doi.org/10.5281/zenodo.18100057 DIG Part IV (regime structure and operational necessity):https://doi.org/10.5281/zenodo.18202656 DIG Part VI (scaling 1D hardware validation): https://doi.org/10.5281/zenodo.18226369 DIG Part VII Dynamical Information Geometry:Two-Dimensional Twin-Sign Validation under Fixed Audit and Regime Constraintshttps://doi.org/10.5281/zenodo.18313460 DIG — N1 (definitions, scope, and non-equivalences):https://doi.org/10.5281/zenodo.18001179 DIG — N2 (definitions/interpretation/non-equivalences) https://doi.org/10.5281/zenodo.18380514 This manuscript introduces no new theoretical framework beyond the existing DIG construction. Its role is to make explicit the multidimensional form implied by that construction and to fix its structural consequences at the level of the framework itself. Correspondence regarding this work may be directed to:kaya@cab-film.com