The Observer Frequency Structure Interpretation (OFSI) is an interpretative hypothesis addressing foundational aspects of the quantum measurement process within standard quantum mechanics. It introduces no new physical theory, no new dynamics or equations, and no new quantitative predictions. OFSI interprets the measurement transition not as a pointlike ontological collapse, but as a structured reduction of dynamical accessibility of quantum state information through coupling and stabilization. The concepts employed serve solely as structural and interpretative tools and possess no independent physical or ontological status. OFSI is fully consistent with standard quantum mechanics and aims to provide a coherent interpretative account of the quantum-to-classical transition without extending existing physics. Status: Stable release (Version 1.0). Interpretative hypothesis.
The Observer Frequency Structure Interpretation (OFSI) is an interpretative hypothesis addressing foundational aspects of the quantum measurement process within standard quantum mechanics. It introduces no new physical theory, no new dynamics or equations, and no new quantitative predictions. OFSI interprets the measurement transition not as a pointlike ontological collapse, but as a structured reduction of dynamical accessibility of quantum state information through coupling and stabilization. The concepts employed serve solely as structural and interpretative tools and possess no independent physical or ontological status. OFSI is fully consistent with standard quantum mechanics and aims to provide a coherent interpretative account of the quantum-to-classical transition without extending existing physics. Status: Stable release (Version 1.0). Interpretative hypothesis.
Abstract This article presents a revised and conceptually refined formulation of a previously proposed Temporal Interpretation of quantum measurement, explicitly addressing the physical nature of wavefunction collapse. While the original proposal emphasised relativistic aspects of momentum superpositions, the present work clarifies the interpretation within the standard formalism of quantum mechanics, without introducing new dynamics or experimental predictions. Unitary evolution is read as a process of differentiated phase accumulation between branches of a quantum state. In relativistic contexts, phase differentials can be structurally related to effective proper-time differentials, allowing the introduction of a notion of temporal compatibility that provides a physically grounded account of decoherence. When such differentials exceed a characteristic scale, interference between branches becomes operationally inaccessible, while global unitarity is preserved. The observer is treated as a physical system endowed with an irreversible proper time associated with macroscopic, entropic dynamics. Within this framework, collapse is explained as an emergent physical phenomenon arising from the irreversibility of the observer’s proper time, which prevents the reconstruction of phase coherence after an interaction. Collapse is therefore neither a fundamental dynamical mechanism nor an objective event in space-time, but a necessary consequence of temporal irreversibility in physical observers. This formulation sharpens the distinction between decoherence and collapse, preserves full consistency with the Born rule, and positions the Temporal Interpretation as a competing interpretative framework that provides a concrete physical explanation for the quantum–classical transition, improving and clarifying the original proposal. This version clarifies the operational status of the interaction time, refines Sections 5.3 and 5.4, and standardises references and editorial structure. No changes to the formalism or conclusions.
The indispensability of the complex structure in quantum mechanics has beenexperimentally confirmed, yet its ontological status—whether complex numbers aremerely a mathematical tool or a constitutive element of physical reality—has longremained undecided. Based on recent breakthrough experiments in complex quantum theory, this paper proposes a modal realist interpretation framework for thecomplex structure. The core thesis is that the mathematical relationship betweenthe complex and real number fields provides a rigorous ontological model for understanding the quantum-classical transition: the observable classical world is thereal projection of the complex structure, while the ”imaginary part” of the complexstructure corresponds to the modal reality dimension of the physical system. Thisframework reconceptualizes the measurement problem as a problem of the transition of the existence mode of a mathematical structure, rather than a problem ofdynamical collapse or world splitting. By establishing a rigorous axiomatic foundation, the modulus-squared projection mapping is established as the mathematicalessence of measurement, and the imaginarity measure is introduced as a quantitative indicator of the modal dimension. The inherent compatibility of this frameworkwith quantum resource theory, quantum metrology, and the branched Hilbert subspace interpretation is demonstrated. Based on this, three testable predictions withquantum metrological precision are proposed, concerning the extractability boundof complex phase information, the correlation between imaginarity resources andadvantages in quantum state discrimination, and the partial reconstructability ofmodal information via threshold tomography. The framework presented here possesses an inherent capacity for generating open questions and a layered, modifiableresilient structure, providing a research program for foundational quantum issuesthat combines mathematical rigor with experimental testability.
Quantum mechanics is empirically extraordinarily successful yet continues to admit a wide range of competing interpretations. While the formalism constrains probabilistic relations between preparation procedures, measurements, and outcomes, it does not uniquely determine the ontology that realises those relations. Interpretations such as Everettian quantum mechanics, Bohmian mechanics, objective collapse theories, relational quantum mechanics, and QBist approaches preserve the predictive structure of the theory while diverging sharply in their metaphysical commitments. At the same time, developments within quantum theory itself weaken the classical ontology of independently existing objects with intrinsic properties. Entanglement, violations of Bell inequalities, and decoherence theory collectively support the view that physical description is fundamentally relational. Structural realism therefore provides a natural interpretive framework, treating the mathematical structure of physical theory as ontologically primary. However, structural realism alone leaves open the question of instantiation: how relational organisation becomes concrete as a determinate world.This paper develops Experiential Structural Ontology (ESO) as a non-interventionist interpretation of quantum mechanics that addresses this problem. ESO retains the relational ontology suggested by quantum theory while proposing that relational constraint organisation is enacted as manifestation within a fundamental experiential field. On this interpretation, the wavefunction represents relational constraint architecture governing transitions within this field, measurement corresponds to the stabilisation of particular regimes within that structure, and decoherence explains the emergence of classical stability without invoking collapse dynamics or ontological branching.
This volume explains why the standard formalism of quantum mechanics is not merely successful, but structurally inevitable. Rather than proposing a new interpretation or modifying existing equations, this work derives quantum mechanics as the only stable descriptive framework compatible with the FSPS (Foundational Structure / Projected Structure) model. Within FSPS, observable physics (PS) arises as a projection from a non-geometric foundational layer (FS), and this projection necessarily introduces non-commutativity, probabilistic structure, and unitary evolution. The volume combines the axiomatic foundation of FSPS–00 v2.2 with a focused derivation showing that classical mechanics is structurally unstable under projection, while the Hilbert-space formalism of quantum mechanics represents the minimal information-preserving description. Measurement, wavefunction collapse, and probabilistic outcomes are treated not as additional physical processes but as re-projection and stabilization events within PS. No changes are made to Schrödinger dynamics, operator algebra, or experimental predictions. This work serves as a unifying explanation for why quantum mechanics has its present form, consolidating earlier FSPS-based analyses into a single, coherent account aligned with modern quantum theory.
Modern physics has achieved extraordinary predictive success, yet it continues to face unresolved conceptual tensions concerning the role of the observer, the nature of information, and the origin of physical structure. From quantum measurement to cosmology, the assumption of an observer-neutral reality increasingly appears insufficient to fully account for empirical phenomena and theoretical inconsistencies. This manifesto proposes an Informational Observer-Centered Framework, in which information is treated as a fundamental ontological substrate and observation as an active, structured process rather than a passive act of measurement. Within this perspective, physical systems, observers, and informational exchanges form a unified dynamics, where state reduction, decoherence, and emergent classicality arise from informational interactions and constraints. Rather than introducing a new closed theory, this manifesto establishes a conceptual foundation unifying several complementary models—including Informational State Dynamics, observer-dependent informational compression, and informational interpretations of quantum and cosmological phenomena—into a coherent research program. The framework is explicitly non-dogmatic, open to falsification, and intended as a guiding structure for further theoretical development and empirical testing. The aim of this document is not to replace existing physical theories, but to clarify their conceptual boundaries and propose an integrative lens through which unresolved problems in quantum foundations, cosmology, and cognitive systems may be systematically explored.
New Subquantum Information Mechanics (NMSI) is a unified theoretical framework that extends quantum mechanics and classical field theory by introducing a deeper informational substrate underlying all physical processes. NMSI proposes that the vacuum is not empty but a structured subquantum medium composed of oscillatory informational units ("infobits"), whose coherent interactions generate observable matter, energy, and spacetime geometry. In this model, particles, fields, and forces emerge as stable oscillatory patterns in a multidimensional informational manifold. Mass is interpreted as the amount of structured subquantum information stored in the vacuum; photons represent freely propagating oscillatory modes that carry information without storing it. Gravitational interaction arises from gradients in informational density, producing curvature-like behavior consistent with Einstein’s equations but without singularities. NMSI provides a mathematically consistent reinterpretation of key physical concepts, including: Subquantum resonances as generators of particle states Oscillatory duality as the mechanism behind wave–particle behavior Informational conservation replacing classical energy conservation at the deepest scale Coherent cyclicity explaining cosmological evolution without expansion Lie-symmetry foundations linking subquantum dynamics with macroscopic structure The project develops: 1. A formal axiomatic system for NMSI 2. Analytical and numerical models of subquantum oscillatory networks 3. Applications to cosmology (non-expanding Universe, baryonic cycle), condensed-matter systems, atmospheric coherent structures, and computational architectures (TQC – Twin Quantum Computing) 4. Testable predictions that differentiate NMSI from standard quantum mechanics and ΛCDM cosmology The NMSI framework aims to provide a deeper, symmetry-based understanding of physical reality, reconciling mathematical rigor with observational coherence and offering new pathways toward unified physics.