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On the Nature of the Photon

Barry Kieran Radcliffe

Published Jul 22, 2026• 0 citations
Publisher

Abstract

This paper presents a conceptual reinterpretation of the photon within the Relational Lens framework. While preserving the established mathematics of Maxwell's equations, Special Relativity, and Quantum Electrodynamics, it proposes that the photon is more naturally understood as a delocalized relational process bounded by localized emission and absorption interactions, rather than as a continuously localized object propagating through preexisting spacetime. This relational ontology provides a unified conceptual interpretation of wave-particle duality, interference, quantum measurement, entanglement, the null spacetime interval, and the roles of wavelength, frequency, and energy. The work is interpretive rather than mathematical, offering an alternative ontological perspective that remains fully consistent with established experimental physics while suggesting a broader relational foundation for the emergence of operational spacetime.

DOI
10.5281/zenodo.21500178

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This paper presents a conceptual reinterpretation of the photon within the Relational Lens framework. While preserving the established mathematics of Maxwell's equations, Special Relativity, and Quantum Electrodynamics, it proposes that the photon is more naturally understood as a delocalized relational process bounded by localized emission and absorption interactions, rather than as a continuously localized object propagating through preexisting spacetime. This relational ontology provides a unified conceptual interpretation of wave-particle duality, interference, quantum measurement, entanglement, the null spacetime interval, and the roles of wavelength, frequency, and energy. The work is interpretive rather than mathematical, offering an alternative ontological perspective that remains fully consistent with established experimental physics while suggesting a broader relational foundation for the emergence of operational spacetime.
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This paper proposes a conceptual reinterpretation of the wave–particle duality by introducing a relational and temporally emergent perspective on measurement and physical properties. Instead of treating waves and particles as competing ontological categories, the study argues that they represent different relational realizations of the same underlying process. Wave descriptions capture relational structures extending across time and space, while particle descriptions correspond to localized events generated through temporally fixing measurement interactions. By reframing measurement as a form of temporal coordination rather than passive observation, the article suggests that the apparent paradox of wave–particle duality emerges from classical assumptions about objects and time. The proposed framework situates quantum phenomena within a broader relational ontology in which time, events, and structures arise through interaction. This perspective aims to clarify conceptual foundations of quantum theory without modifying its formalism, while also highlighting parallels between coordination processes in physical, biological, and social systems.
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This paper introduces a theoretical framework that bridges the conceptual divide between quantum mechanics and relativity by proposing a fundamental building block of the universe: the “Space-Time* quantum.” The theory posits that every object possesses an inherent property, Time* — defined as the reciprocal of its intrinsic frequency. The Space-Time* quantum is a composite entity, consisting of a timeless space energy and a kinetic Time* energy. This framework provides a new perspective on wave-particle duality, the double-slit experiment, and quantum entanglement. It re-examines the principles of Special Relativity, offering a conceptual and visual explanation of phenomena such as time dilation and length contraction as a consequence of changes in the Space-Time quanta. The theory also provides an alternative view on the origin of the universe and the nature of gravity, suggesting that gravitational effects arise from an energy deficiency rather than a curvature of spacetime. This paper establishes a conceptual foundation for further mathematical development to test and validate these new insights.
Short Abstract This paper reexamines the wave–particle duality of photons and the quantum measurement problem, not as deficiencies in physical laws or mathematical formalism, but as consequences of a conceptual conflation between two different hierarchical levels: existence and observation (record). In conventional quantum theory, wave-like phenomena such as interference and diffraction and discrete detection events have been interpreted within the same conceptual level, leading to the widespread notion that “a photon is both a wave and a particle.” However, this interpretation contains an intrinsic conceptual tension arising from projecting the form of observational results directly onto the mode of existence. In this study, observation is defined as a process in which a portion of an ongoing physical process becomes fixed as a discrete record through interaction with a measuring apparatus. By introducing a clear distinction between existence (continuous processes) and record (discrete outcomes), the photon’s wave nature is reinterpreted as its mode of propagation, while its particle-like character is understood as a property of the detection and recording process. Accordingly, wave–particle duality is not treated as a mysterious property of nature, but as a pseudo-problem produced by mixing descriptive levels. Likewise, wave function collapse and the idea that observation determines reality can be reinterpreted as updates of recorded information rather than physical changes in existence. This paper does not modify the mathematical structure of quantum mechanics; instead, it aims to improve interpretational clarity through conceptual reorganization and proposes a framework contributing to foundational discussions in quantum theory. https://orcid.org/0009-0003-1530-4234 Matsuoka × GPT Thought-Experiment Lab Japanese Abstract 本論文は、フォトンの波動粒子二重性および量子測定問題を、物理法則や数理構造の不備としてではなく、存在と観測(記録)という異なる概念階層の混同から生じた問題として再定式化することを目的とする。従来の量子論では、干渉・回折といった波動的現象と、検出における離散的事象が同一階層で解釈されてきた結果、「フォトンは波でもあり粒子でもある」という二重性概念が定着した。しかしこの理解は、観測結果の形式を存在様式へ直接投影したことに起因する概念的緊張を含んでいる。 本論文では、観測を「物理過程の一部が測定装置によって離散的記録として固定化される過程」と定義し、「存在(連続的過程)」と「記録(離散的結果)」を明確に区別する枠組みを導入する。この枠組みに基づき、フォトンの波動性は伝播過程における存在様式、粒子性は検出・記録過程における表現形式として再定義される。したがって波動粒子二重性は自然界の不可解な性質ではなく、記述階層の混同から生じた擬似問題として理解される。 同様に、量子測定問題における波動関数収縮や「観測が実在を決定する」という描像も、存在変化ではなく記録更新として再解釈可能である。本論文は量子論の数理構造を変更するものではなく、概念的整理を通じて解釈上の透明性を高めることを目的とするものであり、量子論の基礎的議論における一つの枠組みを提示する。
This paper presents a conceptual reinterpretation of the Heisenberg Uncertainty Principle within the relational framework developed in the preceding papers of this series. In conventional quantum mechanics, the uncertainty relation between position and momentum is typically understood as a limitation on the simultaneous precision with which these quantities can be measured. In this work, we explore an alternative interpretation in which the uncertainty principle reflects a structural constraint on the types of physical states that can exist within spacetime. Within the relational lens framework, physical systems exist between two fundamental limiting conditions: gravitational singularities, representing perfect spatial localization, and the speed of light, representing maximal propagation through spacetime. From this perspective, position and momentum can be interpreted as expressions of two complementary tendencies—localization and propagation—that define the allowable configurations of physical systems. Under this interpretation, the uncertainty relation expresses the minimum balance that must exist between these tendencies for a physical system to remain within spacetime. Planck’s constant (ħ) therefore represents the smallest relational scale separating these two boundary conditions. Rather than reflecting a limitation of measurement alone, the uncertainty principle may be understood as a structural feature of relational spacetime itself. This paper is conceptual in nature and does not introduce new empirical claims. Instead, it proposes a relational interpretation of the uncertainty principle that links quantum behavior with the broader boundary structure explored in earlier papers in this series.