Hierarchical Dislocation of Observers and Reconstruction of Time Ontology: Conceptual Rift between Relativity and Quantum Mechanics and the Unifying Path of Metretics Dynamics
As the two pillars of modern physics, relativity and quantum mechanics have both achieved overwhelming experimental success in their respective domains, yet they have never realized self-consistent unification at the underlying logical level. Most existing studies focus on the mathematical technical difficulties of quantum gravity, while generally neglecting the structural divergence of the core concepts of "observer" and "time" between the two theories. Through conceptual analysis and logical tracing, this paper points out that the observer in relativity is essentially a massless geometric coordinate marker with no intrinsic clock, which only undertakes the functions of event marking and reference frame mutual translation. It belongs to the object level concept within the classical world, and can be summarized as the translator of the ready-made world. The observer required by quantum mechanics is a physical entity that can trigger wave function collapse and carry the time metric benchmark. It is the logical premise for the generation of the observable classical world, belonging to the meta-level concept, and can be summarized as the legislator of the real world. The divergence between the two is not an isolated terminological difference. Its deep root lies in the completely heterogeneous presuppositions of the two theories on "time": time in quantum mechanics is a transcendental, uniform global background parameter "before the birth of clocks", that is, a "logical concept before measurement"; time in relativity is a local, operable relative metric result "after the birth of clocks", that is, a "logical concept of the classical deterministic motion world". As physical theories both belonging to the principle theory paradigm, both actively skip the construction of the physical ontology of time and directly presuppose the functional role of time, which eventually leads to the double logical dislocation of observer and time concepts. Relativity lacks the "first chapter" of deriving observers from the vacuum substrate, and quantum mechanics lacks the physical carrier definition of observers, which are essentially two manifestations of the same ontological gap. Metretics Dynamics (MD; formerly Time Field Theory, TFT) takes the scalar time field as the only physical ontology, defines mass as the local condensed state of the time field, and deduces the ontological proposition that "mass is the observer". It eliminates the absolute division between meta-level and object level from the ontological level, and reduces "global background time" and "local relative time" to the apparent forms of the same physical field under different condensation degrees. The continuous unitary evolution of the wave function corresponds to the uniform rhythmic flow of the time field in its diffuse state, while wave function collapse is essentially a local state mutation of the time field when coupled with a macroscopic mass condensate. Both processes are unified under the intrinsic dynamical laws of the time field. Within a unified framework, it simultaneously accommodates the metric anchor of quantum measurement and the coordinate mutual translation mechanism of relativity, providing a constructive ontological path for the conceptual compatibility of the two major theories.
As the two pillars of modern physics, relativity and quantum mechanics have both achieved overwhelming experimental success in their respective domains, yet they have never realized self-consistent unification at the underlying logical level. Most existing studies focus on the mathematical technical difficulties of quantum gravity, while generally neglecting the structural divergence of the core concepts of "observer" and "time" between the two theories. Through conceptual analysis and logical tracing, this paper points out that the observer in relativity is essentially a massless geometric coordinate marker with no intrinsic clock, which only undertakes the functions of event marking and reference frame mutual translation. It belongs to the object level concept within the classical world, and can be summarized as the translator of the ready-made world. The observer required by quantum mechanics is a physical entity that can trigger wave function collapse and carry the time metric benchmark. It is the logical premise for the generation of the observable classical world, belonging to the meta-level concept, and can be summarized as the legislator of the real world. The divergence between the two is not an isolated terminological difference. Its deep root lies in the completely heterogeneous presuppositions of the two theories on "time": time in quantum mechanics is a transcendental, uniform global background parameter "before the birth of clocks", that is, a "logical concept before measurement"; time in relativity is a local, operable relative metric result "after the birth of clocks", that is, a "logical concept of the classical deterministic motion world". As physical theories both belonging to the principle theory paradigm, both actively skip the construction of the physical ontology of time and directly presuppose the functional role of time, which eventually leads to the double logical dislocation of observer and time concepts. Relativity lacks the "first chapter" of deriving observers from the vacuum substrate, and quantum mechanics lacks the physical carrier definition of observers, which are essentially two manifestations of the same ontological gap. Metretics Dynamics (MD; formerly Time Field Theory, TFT) takes the scalar time field as the only physical ontology, defines mass as the local condensed state of the time field, and deduces the ontological proposition that "mass is the observer". It eliminates the absolute division between meta-level and object level from the ontological level, and reduces "global background time" and "local relative time" to the apparent forms of the same physical field under different condensation degrees. The continuous unitary evolution of the wave function corresponds to the uniform rhythmic flow of the time field in its diffuse state, while wave function collapse is essentially a local state mutation of the time field when coupled with a macroscopic mass condensate. Both processes are unified under the intrinsic dynamical laws of the time field. Within a unified framework, it simultaneously accommodates the metric anchor of quantum measurement and the coordinate mutual translation mechanism of relativity, providing a constructive ontological path for the conceptual compatibility of the two major theories.
The core dilemma of modern physics stems from two unproven ontological presuppositions: that spacetime is an innate container preceding matter, and that matter is an entity composed of indivisible particles. These presuppositions have led to the fundamental split between general relativity and quantum mechanics, giving rise to a series of century-old unsolved problems such as wave-particle duality, the quantum measurement paradox, the nature of gravity, and dark matter and dark energy. Based on the sole unfalsifiable first principle that "the essence of cognition is succession", this paper deduces a complete ontological system through pure a priori reasoning: the authentic physical world consists solely of one-dimensional successive rays and their transverse coupling relations; time is the successive extension of rays, space is the network of coupling relations, matter is the steady state of closed coupling, and all interactions are different manifestations of coupling actions. Particles are not authentically existing entities, but rather point-like endpoint phenomena presented in the observer's phenomenal world when two rays undergo an all-or-nothing coupling. Based on this framework, this paper uniformly explains all core phenomena in both the microscopic quantum domain and the macroscopic relativistic domain in one go, resolves all traditional physical paradoxes at the ontological level, achieves the ontological unification of the four fundamental forces, and proposes three falsifiable core predictions. This paper demonstrates that all theories of traditional physics are approximate descriptions of the authentic physical world at the phenomenal level, and their fundamental error lies in mistaking "coupling endpoints" for "primitive entities", thereby reversing the causal relationship. Cognitive Succession Ontology provides a logically consistent and universally unified ultimate foundation for physics.
By expanding the research paradigm and reconciling the two binary oppositions of "relative and absolute" and "quantum and classical" in physics, a new theoretical framework that is compatible with relativity and quantum mechanics is proposed. Firstly, excavate and establish three universal axioms: Axiom 1 (consensus guarantees equal rights), Axiom 2 (objective existence independent of measurement), and Axiom 3 (universality of causality and dialectical logic), based on which to criticize the logical contradictions of existing theories. In the field of relativity, this article points out that there is a logical paradox in the explanation of "clock slowing down depends on relative motion" in special relativity (A clock is both faster and slower than B clock), and proposes a relative absolute spacetime view that "absolute motion leads to clock slowing down". By extending the Lorentz transformation, absolute motion and relative motion are unified, solving problems such as the twin paradox. At the same time, based on the prediction of the Dirac equation for negative mass matter, the "negative mass spacetime curvature paradox" is proposed, challenging Einstein's physical explanation of spacetime curvature and arguing that it is only a mathematical tool (the mathematical expression of gravity) rather than a physical reality. In the field of quantum mechanics, this article criticizes the Copenhagen interpretation for violating Axiom 2 (denying the independent eigenstates of microscopic particles). By modifying the Schrödinger equation twice (For the first time, electromagnetic potential energy was replaced with gravitational potential energy, and the Schrödinger-Tu equation was established to describe macroscopic objects such as the Earth's revolution; The second step is to convert potential energy into electromagnetic/gravitational force and derive the wave mechanics equation of classical mechanics laws, such as Newton's second law with force operator), proves that quantum and classical theories are compatible within the same mathematical framework. In the experiment, it was demonstrated through the "anti-interference electron diffraction experiment" that a strong magnetic field only changes the shape of diffraction fringes without causing them to disappear, denying the inevitability of quantum decoherence. The establishment of "generalized wave dynamics" and "relative absolute spacetime view" breaks the binary opposition of traditional theories and provides a new paradigm for the unity of relativity and quantum mechanics. The core value of these jobs lies in: In terms of theoretical innovation, reconstruct the space-time and quantum interpretation system, while retaining the original mathematical form system; In terms of experimental verification, design feasible schemes such as hollow glass disk Jones experiment and geometric optical velocimetry experiment; In terms of philosophical significance, replacing "mathematical symmetry" with "content unity" and returning to the objectivity of physical mechanisms. The research conclusion indicates that by expanding paradigms and axiomatic constraints, the contradiction between relativity and quantum mechanics can be transformed into a complementary relationship, laying the foundation for the great unity of physics theory
The persistent incompatibility between quantum mechanics (QM) and general relativity (GR) is commonly treated in physics as a technical or mathematical problem. Either a deeper dynamics is sought that connects both theories, or a formal meta-theory that unifies their concepts.This paper proposes a different reading. It claims neither a unification nor a correction of the existing theories. Instead, it shows that the contradiction between QM and GR is not a deficit of the theories themselves, but the consequence of an unspoken ontological omission: the lack of a determination of the transition from possibility to facticity.At the center stands the thesis that quantum mechanics and relativity mutually imply one another without being connected by a process, a path, or a shared dynamics. The transition between openness and stability is not a physical event within the world, but a shift in the conditions under which a world can occur at all.Using the terms indimergence and shift of being (Seinsverschiebung), this transition is specified as a boundary structure: indimergence designates the non-dynamical coercion toward objectivity, while shift of being denotes the irreversible change of the conditions of further world-formation. From this perspective, it becomes intelligible why the conflict between QM and GR cannot be “solved” — and why precisely therein lies its ontological significance.
“For me then this is the real problem with quantum theory: the apparently essential conflict between any sharp formulation and fundamental relativity. That is to say, we have an apparent incompatibility, at the deepest level, between the two fundamental pillars of contemporary theory...” J. S. Bell (2004, p. 171) The inability to delineate a unified physical ontology that accounts simultaneously for the laws of special relativity and the results of quantum experiments has been a defining problem in physics for more than 100 years. Although various primitive ontologies (including Bohmian pilot wave, spontaneous collapse, and objective collapse theories) along with wave function realism ontologies, many-worlds interpretations, and multi-field theories address the tension between special relativity and quantum mechanics, none has successfully resolved it. This analysis addresses the problem by positing an ontic, mixed ontology composed of a “discrete” 4D spacetime and a physical, ultra-high dimensional (3 x N) “Planck Space.” Together, Planck Space and the three spatial dimensions of 4D spacetime form a tightly integrated ((3 x N) + 3) hyperspace (the “Dual Ontology”). 4D spacetime’s three spatial dimensions and the N dimensions of Planck Space are composed of two substructures: discrete, three-dimensional, quantized units of space ("Planck Spheres") and an ontic State of Absolute Nothingness (the "SOAN") whose sole physical characteristic is onticness. Critically, the Dual Ontology’s structure replaces 1) the continuous, differentiable manifold of 4D spacetime with a discrete 4D spacetime and 2) mathematical 3N configuration spaces with a physical (3 x N) Planck Space. Moreover, structurally and dynamically, the Dual Ontology is predicated on the one-to-one mapping and identity between the Planck Spheres that simultaneously form 4D spacetime and Planck Space. The one-to-one mapping and identity physically and theoretically support an integrated quantum dynamics based upon the dynamic evolution of single and N-body quantum states in 4D spacetime in full compliance with the laws of special relativity and the instantaneous collapse of all quantum states in an ontic Planck Space, where special and general relativity and more generally, 4D spacetime’s laws of physics, do not apply. Keywords: Quantum Cosmology; Special Relativity; Quantum Mechanics, Wave Function Collapse; Mixed Ontology; Dual Ontology; (3 x N) Planck Space; Planck Identity; Bell Identity
“For me then this is the real problem with quantum theory: the apparently essential conflict between any sharp formulation and fundamental relativity. That is to say, we have an apparent incompatibility, at the deepest level, between the two fundamental pillars of contemporary theory...” J. S. Bell (2004, p. 171) The inability to delineate a unified physical ontology that accounts simultaneously for the laws of special relativity and the results of quantum experiments has been a defining problem in physics for more than 100 years. Although various primitive ontologies (including Bohmian pilot wave, spontaneous collapse, and objective collapse theories) along with wave function realism ontologies, many-worlds interpretations, and multi-field theories address the tension between special relativity and quantum mechanics, none has successfully resolved it. This analysis addresses the problem by positing an ontic, mixed ontology composed of a “discrete” 4D spacetime and a physical, ultra-high dimensional (3 x N) “Planck Space.” Together, Planck Space and the three spatial dimensions of 4D spacetime form a tightly integrated ((3 x N) + 3) hyperspace (the “Dual Ontology”). 4D spacetime’s three spatial dimensions and the N dimensions of Planck Space are composed of two substructures: discrete, three-dimensional, quantized units of space ("Planck Spheres") and an ontic State of Absolute Nothingness (the "SOAN") whose sole physical characteristic is onticness. Critically, the Dual Ontology’s structure replaces 1) the continuous, differentiable manifold of 4D spacetime with a discrete 4D spacetime and 2) mathematical 3N configuration spaces with a physical (3 x N) Planck Space. Moreover, structurally and dynamically, the Dual Ontology is predicated on the one-to-one mapping and identity between the Planck Spheres that simultaneously form 4D spacetime and Planck Space. The one-to-one mapping and identity physically and theoretically support an integrated quantum dynamics based upon the dynamic evolution of single and N-body quantum states in 4D spacetime in full compliance with the laws of special relativity and the instantaneous collapse of all quantum states in an ontic Planck Space, where special and general relativity and more generally, 4D spacetime’s laws of physics, do not apply.
Abstract Quantum mechanics and relativity are two of the most successful theoretical frameworks in modern physics, yet their conceptual foundations remain difficult to reconcile at the deepest level. Quantum theory describes physical systems through states, observables, probabilities, measurement contexts, superposition, entanglement, and nonclassical correlations. Relativity describes physical processes through space-time structure, causal order, invariant physical law, observer-dependent decomposition of time and space, and constraints on signal propagation. This article examines the conceptual relationship between quantum measurement, relativistic causality, and space-time description. The purpose is not to present a mathematical unification but to analyze how the two frameworks organize physical explanation differently and where their interpretive tensions arise. Special attention is given to the measurement problem, the status of quantum states, the role of observers and reference frames, the meaning of locality, the distinction between correlation and causal influence, and the challenge of describing quantum processes without privileging a single global time. The article argues that many apparent conflicts between quantum theory and relativity result from importing classical intuitions into domains where they no longer apply. Quantum entanglement does not permit controllable faster-than-light communication, yet it challenges classical separability. Relativity forbids superluminal signaling, yet it does not require that all physically meaningful correlations be reducible to local classical properties. Measurement introduces another difficulty because standard quantum theory often describes state update in a way that appears instantaneous, while relativistic space-time does not provide a universal present. The discussion develops a conceptual framework in which quantum measurement is treated as a physical interaction, relativistic causality as a constraint on operational influence, and space-time description as an organizing structure for events rather than a simple background stage. This analysis is relevant for quantum field theory, quantum information, relativistic quantum foundations, and future approaches to quantum gravity.