Microscopic Observational Relativity (MOR) is presented as an ontological interpretational framework for quantum mechanics, not as a replacement dynamics for standard quantum theory. The academic-v0.1 draft positions MOR near relational quantum mechanics, decoherence, quantum Darwinism, and quantum reference frame research, while proposing three discussion points: the ontological status of unmanifested relational structure, the distinction between observational slices and slice-invariant structure, and the possible emergence of macroscopic space from a microscopic relational domain. The weak version does not derive the Born rule, introduce new experimental deviations, or claim to solve the full measurement problem.
Microscopic Observational Relativity (MOR) is presented as an ontological interpretational framework for quantum mechanics, not as a replacement dynamics for standard quantum theory. The academic-v0.1 draft positions MOR near relational quantum mechanics, decoherence, quantum Darwinism, and quantum reference frame research, while proposing three discussion points: the ontological status of unmanifested relational structure, the distinction between observational slices and slice-invariant structure, and the possible emergence of macroscopic space from a microscopic relational domain. The weak version does not derive the Born rule, introduce new experimental deviations, or claim to solve the full measurement problem.
We present the Quantum Reality Framework (QRF), a minimal ontological interpretation of quantum mechanics and special relativity constructed from a single primitive concept: structural openness with actualization disposition and tendency (Seinspunkt). From this primitive and three axioms, we formally derive the Born rule (via Gleason 1957), the Lorentz metric (via Malament 1977), the Standard Model gauge group U(1)×SU(2)×SU(3) and its Z6 quotient structure (via Hopf fibration hierarchy and Hurwitz 1898), a fine structure constant candidate 1/(14π²) agreeing to 99.17% with measurement, a fermion mass scheme from G2 Fano topology, and a cosmological constant consistent with observation via the Sorkin mechanism on causal sets. QRF solves the quantum measurement problem without additional postulates: it requires neither a block universe, nor Many Worlds branching, nor a pilot wave, nor instrumentalist agnosticism. Non-locality, interference, entanglement, tunneling, and spin all receive structural derivations within the framework. A master equation iħ·∂_W A = [H_matter + H_gravity, A] unifies quantum mechanics and general relativity with both as limiting cases. This paper serves two explicit goals, both of which we regard as achieved: (1) demonstrating that a coherent fifth interpretation of quantum mechanics exists beyond the four established paradigms; and (2) demonstrating that substantive quasi-academic research is feasible within a sustained human-AI collaboration. Both goals are addressed explicitly in the text.Six falsifiable experimental predictions are formulated. The most urgent is the qubit/qutrit decoherence ratio 3/5 across two distinct qubit architectures. The most novel is a quadratic Lorentz invariance violation δv/v ~ -(E/E_Planck)²/6, testable with the Cherenkov Telescope Array.
Quantum mechanics has transformed our understanding of reality, yet deep philosophical puzzles remain unresolved. Is there a consistent way to describe quantum measurement, the emergence of space and time, and the role of observers within one coherent ontology? This paper introduces Relational Quantum Dynamics (RQD), an interpretation that places relationships and information—not isolated objects—at the foundation of physics. Unlike traditional views, such as the Copenhagen interpretation, Everett’s many-worlds theory, or hidden-variable approaches, RQD denies a single observer-independent reality, instead proposing that facts only become definite within specific observational contexts. It explicitly addresses foundational no-go results, including Bell’s theorem, the Kochen–Specker theorem, and the Frauchiger–Renner paradox, by replacing absolute facts with relational, context-dependent truths. RQD rests on five interlocking principles: (1) quantum states are contextual and observer-relative, (2) time emerges from quantum interactions rather than existing as an external parameter, (3) space is constructed from patterns of quantum entanglement, (4) observers emerge as systems with highly integrated information, and (5) classical reality appears through quantum decoherence without special wavefunction collapse. Philosophically, RQD aligns with ontic structural realism, proposing that the fundamental ontology of the universe consists entirely of informational relations. It avoids collapsing into relativism or solipsism by ensuring intersubjective agreement through physical interactions. Ultimately, RQD may offer a unified picture in which quantum mechanics, spacetime, and observers are no longer separate domains but aspects of one interconnected informational web.
Quantum mechanics has transformed our understanding of reality, yet deep philosophical puzzles remain unresolved. Is there a consistent way to describe quantum measurement, the emergence of space and time, and the role of observers within one coherent ontology? This paper introduces Relational Quantum Dynamics (RQD), an interpretation that places relationships and information, not isolated objects, at the foundation of physics. Unlike traditional views, such as the Copenhagen interpretation, Everett's many-worlds theory, or hidden-variable approaches, RQD denies a single observer-independent reality, instead proposing that facts only become definite within specific observational contexts. It explicitly addresses foundational no-go results, including Bell's theorem, the Kochen-Specker theorem, and the Frauchiger-Renner paradox, by replacing absolute facts with relational, context-dependent truths. RQD rests on five interlocking principles: (1) quantum states are contextual and observer-relative, (2) time emerges from quantum interactions rather than existing as an external parameter, (3) space is constructed from patterns of quantum entanglement, (4) observers emerge as systems with highly integrated information, and (5) classical reality appears through quantum decoherence without special wavefunction collapse. Philosophically, RQD aligns with ontic structural realism, proposing that the fundamental ontology of the universe consists entirely of informational relations. It avoids collapsing into relativism or solipsism by ensuring intersubjective agreement through physical interactions. Ultimately, RQD may offer a unified picture in which quantum mechanics, spacetime, and observers are no longer separate domains but aspects of one interconnected informational web.
The Transreflective Dimensional Model (MTD) is reformulated as a speculative pre-spatiotemporal relational framework rather than as a completed theory of quantum gravity or a direct unification of quantum mechanics and general relativity. The central hypothesis is that observable physical distinctions need not correspond to primitive distinctions in the fundamental ontology. The fundamental domain, denoted by X, is assumed to admit multiple relational manifestations without any manifestation possessing a privileged ontological status as an “original.” Observable properties, subsystem decomposition, and potentially spacetime itself are treated as emergent structures associated with context-dependent manifestations of X. The paper introduces a minimal set of postulates and investigates their mathematical consequences. A quotient construction is shown to remain compatible with a classical Boolean theory, demonstrating that pre-spatiotemporality, relational emergence, and transreflective equivalence alone are insufficient to recover quantum mechanics. A groupoid-based realization is developed as a candidate mathematical representation of reversible transreflective relations, while a non-globality condition is examined as a route to contextual nonclassicality. The analysis establishes several no-go results: the present MTD postulates do not uniquely derive quantum mechanics, the Born rule, purification, general relativity, or the Standard Model. MTD 2.0 therefore does not claim a Theory of Everything. It is presented as a mathematically explicit foundational research framework and as a starting point for investigating whether transreflective principles can generate independently testable physical structure.
Traditional physical ontology relies on the assumption of observer-independence, regarding a physical state as an intrinsic property that exists prior to measurement, with observation acting merely as a passive retrieval of pre-existing facts. This paper challenges this view and articulates a relational paradigm of physics: at fundamental levels, physical states are not absolute inherent attributes, but structural outputs generated through mutual interactions among the system, the environment, and the observational framework. By re-evaluating quantum collapse, quantum decoherence, and relational quantum mechanics, this study demonstrates how the choice of measurement basis and environmental interactions selectively determine pointer states and establish classicuality. Furthermore, the relational character of physical states is corroborated in macroscopic domains, including the dependency of thermodynamic entropy on coarse-graining and the reference-frame relativity of spatiotemporal states in general relativity and the Unruh effect. By reframing physics around interaction boundaries and information exchange, this paper establishes a relational realism that transcends both rigid objective realism and subjective idealism, offering insight into foundational problems in quantum gravity and quantum cosmology without appealing to external observers.
This paper begins with a question concerning the physical meaning of 𝑚0𝑐2 as it appears in the relativistic energy relation 𝐸2 = 𝑝2𝑐2 + 𝑚02𝑐4. The numerical relations 𝐸 = 𝑚0𝑐2 and 𝐸 = 𝛥𝑚𝑐2 are supported by precise experiments, but the ontology to which these mathematical quantities are assigned is a separate issue. This question leads directly to a reconsideration of the standard relativistic picture in which the relativistic time and relativistic length introduced by Einstein in 1905, and later geometrized as spacetime after Minkowski, are attributed to the physical world itself. The same issue appears in quantum theory. The relativistic energy–momentum relation connects to relativistic quantum-wave structures and, in the nonrelativistic regime, to Schrödinger mechanics; however, it does not follow uniquely from the mathematics that the wave function, probability, and uncertainty must be interpreted as properties of reality itself. The present paper identifies a common root of these two problems in the identification of mathematically observed quantities with reality itself. The Nakaza New Relativity Theory (NNRT) places an invariant real spacetime, consisting of universal time and universal space, as its physical basis. It does not, however, assume an absolute rest frame or an ether, and it regards all inertial frames as physically equivalent. In contrast, time, distance, phase, frequency, wavenumber, arrival time, and related quantities constructed through actual measurement are separated as quantities of measurement spacetime. The logical boundary between observational agreement and ontological identification is formulated here as the Observational–Ontological Non-Uniqueness Proposition (OONP). Taking the phase–action correspondence 𝛩 = 𝑆⁄ℏ, 𝑘𝜇(𝛩) = 𝜕𝜇𝛩, and 𝑃𝜇(𝛷) = ℏ𝑘𝜇(𝛩) as a common bridge, the dispersion structure of a single Fourier mode is organized as relativistic observation, whereas the superposition of multiple modes and Fourier duality are organized as quantum observation. In this framework, 𝛥𝑥𝛥𝑝 ≥ ℏ⁄2 is first interpreted as a bandwidth–localization constraint of a phasebased observational representation, while the Born rule, Hilbert space, and unitary evolution are retained as standard quantum mathematics in the quantum-observational layer. Furthermore, 𝑚0𝑐2 is reconstructed as the phase-invariant base scale 𝐵𝛷 = ℏ√𝜔2 − 𝑐2𝑘2 = 𝑚0𝑐2. What this paper changes is neither established mathematics nor experimental values. NNRT explicitly rejects the physical definition according to which relativistic time, relativistic length, and relativistic spacetime are properties of real time and real space themselves. It therefore proposes that these concepts be removed from the foundational description of real spacetime and be confined to the mathematics of measurement and observation.