Quantum curvature interpretation promotes the unity between relativity and quantum mechanics in physics thought level.This paper combines some new research of scholars,and further discusses deep unity problems between relativity and quantum mechanics,including how to infer quantum hypothesis from relativity transformation and understand quantum surperluminal phenomenon as well as the relationship between Compton matter wave and De Brolie matter wave.
Quantum curvature interpretation promotes the unity between relativity and quantum mechanics in physics thought level.This paper combines some new research of scholars,and further discusses deep unity problems between relativity and quantum mechanics,including how to infer quantum hypothesis from relativity transformation and understand quantum surperluminal phenomenon as well as the relationship between Compton matter wave and De Brolie matter wave.
Quantum curvature interpretation has greatly promoted the unification of relativity and quantum mechanics in physics thought level. In this paper, we discuss the deep unification of relativity and quantum mechanics according to new research by some scholars. This paper involves the derivition of quantum hypothesis from the relativistic transformation, the relation between Compton's matter wave and De Broglie's matter wave, and the quantum divition mechanism of inertial systems in the superposition principle of quantum states.
This paper explores a possible bridge between quantum matter-wave phase and spacetime curvature. The conservative starting point is the established relation between relativistic action, proper time, and quantum phase: for massive matter, the accumulated phase is determined by the proper-time integral along a worldline. In curved spacetime, this makes matter-wave phase sensitive to the metric geometry. Building on this relation, the paper asks whether matter-wave phase may acquire additional curvature-dependent contributions beyond the standard proper-time action phase. Such a contribution would not replace quantum mechanics or general relativity. Instead, it would represent a controlled covariant correction that becomes physically meaningful only if it produces calculable and falsifiable deviations in matter-wave interferometry, precision clock comparisons, gravitational redshift tests, or related high-precision experiments. The central proposal is that quantum phase, proper time, and spacetime curvature may be linked through a deeper action-geometric structure. In this view, phase is not treated merely as a formal parameter on a fixed background, but as a possible probe of how matter samples spacetime geometry. The paper does not claim a completed theory of everything. It identifies a concrete research direction: new physics may appear as measurable curvature-dependent corrections to phase accumulation. This work is Part III of the series The Geometry of Phase. Parts I and II reconstructed quantum interference and de Broglie matter waves from a phase-first perspective within standard physics. The present paper extends that line of thought toward curvature-coupled matter-wave phase and possible experimentally testable deviations. This manuscript is intended as a conceptual and exploratory foundations paper. It separates established reconstruction from speculative extension and provides a mathematical starting point for future tests of curvature-coupled quantum phase.
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
Probability concept in physics entered into statistical physics and quantum physics by molecules kinematics; and curvature concept in physics as applying differential geometry to physics, entered into analytical mechanics long ago. Along with introducing space-time curvature concept into general relativity, curvature concept became more important; gauge field theory regards field intensity as curvature of fibre bundles. Curvature concept in quantum mechanics germinated from original derivation of Schrodinger equation; catastrophe scientist Rene Thom advanced curvature interpretations of ψ function and entropy according to differential geometry. Guoqiu Zhao advanced curvature interpretation of quantum mechanics; this new interpretation made relativity theory and quantum mechanics more harmonious, and regarded ψ function as a curvature function. So far Zhao’s quantum curvature interpretation is nearest to Schrodinger’s scientific thought and Einstein’s physics ideal.
This book presents a new approach to understanding the foundation of quantum physics through the "quantum wave model" hypothesis. It addresses some of the key challenges in the current uantum theory, including the conflict between quantum mechanics and relativity, and offers a comprehensive solution to many of the existing mysteries in the field. By proposing that the vacuum is a dielectric medium and quantum particles are quantized excitation waves of the vacuum, the book provides a clear physical interpretation of wave-particle duality and explains the physical basis of energy, momentum, and mass.With topics ranging from the physical foundation of quantum mechanics to the derivation of the quantum wave equations and the resolution of the conflict between quantum physics and relativity, this book offers a comprehensive overview of the most pressing issues in the field. Written at a level accessible to undergraduate students and senior researcher scientists alike, this book offers a valuable resource for anyone seeking a deeper understanding of quantum mechanics and its fundamental role in shaping our understanding of the physical world.
The understanding of time in physics has undergone profound changes from classical mechanics to relativity and quantum mechanics. In Newtonian mechanics, time is regarded as an absolute and uniform passage, independent of external phenomena, and is a fundamental parameter of the equations of motion. Relativity emphasises the relativity of time and its close connection with the motion of matter, proposes an operational definition of the simultaneity of distant events, and develops Minkowski’s view of spacetime and Riemannian curved spacetime. In quantum mechanics, time is often regarded as a parameter external to the microscopic system rather than an observable quantity. Although some scholars have attempted to introduce time operators, they have not yet gained widespread recognition. Overall, the understanding of time in physics continues to deepen with the development of theory. Still, the unity of classical and quantum mechanics in time remains an unsolved problem.