Wave-particle duality and the uncertainty principle are foundational manifestations of quantum behavior. This paper offers a structural interpretation from Relational Field Theory: wave-like behavior corresponds to regimes of low localization and transient distinctions, while particle-like behavior corresponds to regimes of high localization and persistent relational structure. Uncertainty reflects the structural trade-off between localization and delocalization, and quantum tunneling emerges naturally as delocalized configurations penetrate barriers. This regime-dependent view frames duality and uncertainty as expressions of the balance between stabilization and dissipation, complementing standard quantum mechanics.
Wave-particle duality and the uncertainty principle are foundational manifestations of quantum behavior. This paper offers a structural interpretation from Relational Field Theory: wave-like behavior corresponds to regimes of low localization and transient distinctions, while particle-like behavior corresponds to regimes of high localization and persistent relational structure. Uncertainty reflects the structural trade-off between localization and delocalization, and quantum tunneling emerges naturally as delocalized configurations penetrate barriers. This regime-dependent view frames duality and uncertainty as expressions of the balance between stabilization and dissipation, complementing standard quantum mechanics.
Quantum mechanics describes physical systems through probabilistic wave functions, accounting for phenomena such as wave–particle duality and the uncertainty principle. Although the mathematical formalism of quantum mechanics is well established, conceptual understanding of how quantum entities transition between wave-like and particle-like behavior remains an active area of research. In this work, quantum mechanical principles are re-examined from an interaction-based perspective, emphasizing the roles of environmental coupling, measurement geometry, and energy exchange. Using the photoelectric effect, de Broglie relations, and Heisenberg’s uncertainty principle as foundational elements, a conceptual framework is proposed in which particle identity emerges dynamically from wave interaction with matter and measurement constraints. This interpretation provides an intuitive bridge between classical reasoning and quantum behavior while fully preserving the standard mathematical structure of quantum mechanics...........Please check the attachment for details
Many physical phenomena traditionally treated in separate domains can be interpreted as transitions in the localization or delocalization of persistent structure. This paper explores a unifying structural lens: the shift from highly constrained, localized organization to distributed access across available states. Examples include wave-particle duality in position-momentum space and Fermi edge broadening in energy space. This perspective aligns with Relational Field Theory’s emphasis on persistence, regime boundaries, and stabilization versus dissipation. It is offered as an interpretive framework, not a replacement for established theories.
This work proposes a minimal ontological framework for interpreting wave–particle duality as a boundary-sensitive manifestation of quantum phenomena on an underlying, physically real but unobservable background. Rather than treating wave-like and particle-like behaviors as competing physical entities, the framework interprets them as distinct modes of manifestation determined by global boundary conditions. Motivated by interference experiments such as the double-slit setup, the study argues that experimental outcomes depend on boundary-induced modifications of a background structure beyond the local particle path. Within this view, wave-like interference corresponds to a nonlocal manifestation shaped by boundary conditions, while particle-like detection corresponds to localized manifestation events at measurement. The proposed interpretation preserves the standard quantum formalism while offering a realist, boundary-centered conceptual perspective that avoids observer-dependent collapse or multi-path particle propagation. The manuscript is provided as a preprint to invite open scientific discussion and critical evaluation.
Abstract:Wave–particle duality remains one of the most conceptually challenging aspects of quantum mechanics. Standard interpretations describe the transition between wave-like and particle-like behavior through complementarity or measurement-induced collapse, but do not specify the underlying mechanism.This work proposes a new interpretation based on Informational Distinguishability (ID): a quantum system behaves as a wave when its possible micro-configurations or paths are informationally indistinguishable, and as a particle when environmental structure renders these configurations distinguishable. The transition corresponds to an informational compression rather than an observer-dependent collapse.The framework naturally explains interference disappearance, quantum erasers, delayed-choice phenomena, and upstream mode switching. It also yields falsifiable predictions, including quantitative thresholds of distinguishability and controlled partial-interference regimes.The model provides a unifying informational foundation for wave–particle behavior and suggests new directions in quantum foundations, measurement theory, and informational physics.
This paper examines whether several foundational features of quantum mechanics—wave–particle duality, the uncertainty principle, Fourier duality, and the central roles of the constants π and ħ—may share a common structural origin. Building on the relational framework developed in earlier papers in this series, spacetime is interpreted as a bounded domain defined by two complementary limits: a localization (contraction) limit associated with singular behavior, and a propagation (separation) limit associated with motion at the invariant speed c. Physical systems cannot occupy either limit and must therefore exist within an intermediate regime in which both localization and propagation are present. Within this context, the paper proposes that key elements of quantum mechanics arise naturally from this bounded structure. Oscillation and phase evolution emerge as consequences of systems constrained between complementary limits, with π governing phase closure and periodicity. Fourier duality reflects the complementary relationship between localization and propagation, while the uncertainty principle expresses the impossibility of simultaneously approaching both limits. Planck’s constant ħ is interpreted as the scale linking phase evolution to observable quantities, enforcing a minimum structure in phase space. This work does not modify the formalism of quantum mechanics. Instead, it provides a unified conceptual perspective in which the co-occurrence of its core features is understood as a structural consequence of systems existing within a bounded relational domain. The results extend the relational lens developed in previous papers, suggesting that the mathematical structure of quantum theory reflects the same complementary limits that govern gravitational and cosmological behavior.
This project presents a conceptual reinterpretation of wave–particle phenomena in quantum experiments by introducing a relational-temporal perspective on measurement and event formation. Rather than treating wave-like and particle-like behavior as competing ontological properties of quantum entities, the framework distinguishes between extended relational amplitude structures and localized measurement events. Interference phenomena are interpreted as manifestations of relational structures distributed across spacetime, while particle detections are understood as temporally stabilized events emerging through measurement interactions. By reviewing key experimental paradigms—including double-slit interference, which-path experiments, quantum erasers, weak measurements, and decoherence—the study demonstrates that many apparent paradoxes of quantum mechanics arise from classical assumptions about intrinsic properties and time as an external background parameter. Without modifying the formalism of quantum theory, the relational-temporal interpretation offers a physically conservative framework that reframes wave–particle duality as a distinction between structure and event rather than a dual ontology of physical objects.