Quantum mechanics, despite its predictive power, lacks a coherent ontology—the "mechanism" its name implies. Wave-particle duality, entanglement, and the indispensability of complex numbers remain mysteries, suggesting the theory may be incomplete in principle. Drawing on the Physical Information Cosmology (PIC) framework—where the universe emerges via a two-stage phase transition from a conserved Physical Information vacuum—we propose that quantum entities are not particles or waves but three-dimensional projections of higher-dimensional "Physical Information Packets." Each packet inherently possesses three superimposed potentialities: informaticity (correlation), energeticity (wave), and substantiality (matter). This triadic structure, which we term the Information-Wave-Particle Triality, is a direct consequence of the recursive partial transitions (information→energy→matter) at cosmic genesis. We demonstrate that wave-particle duality arises from measurement coupling with either energetic or substantial potentials; the uncertainty principle reflects the mutual exclusivity of these observational modes; and entanglement is the informaticity dimension becoming manifest. The complex number structure of quantum mechanics is shown to be the necessary algebraic representation of a system with two orthogonal ontic dimensions (substance and energy). This framework explains why Bell inequality violations are inevitable from a local perspective within a globally structured tetrahedral universe. It offers a parsimonious, testable ontology that unifies quantum phenomena under the same conserved Physical Information from which all reality emerges. In this picture, PIC plays its own dice—the probabilities of quantum mechanics are not a mark of incompleteness, but the necessary manifestation of the information-energy-matter triality rooted in cosmic genesis.
As for DE Broglie's hypothesis of matter waves, many experimental physicists have experimentally verified it by using cathode ray tube and proved that matter waves do exist, so there is a mysterious hypothesis of wave-particle duality.In this paper, according to the electric field force of electrons in the cathode ray tube and the continuity equation of electrons, Under assumptions such as inelastic approximation, it is proved that the wave-particle duality is actually the macroscopic motion of real particles in the form of waves.In this paper, it is proved theoretically that the component of electron velocity in the tube satisfies the wave equation, and the wave velocity varies with the change of electric potential in the tube.From the discussion in this paper, it can be seen that there are still some problems to be studied about the motion of electrons in the cathode ray tube, so that the special motion law of electrons in the cathode ray tube can be further explored from both theoretical and experimental aspects.At the same time, it is expected that the theory in this paper can provide theoretical guidance for the manufacture and debugging of electron microscopes and the design of large-scale integrated circuits, and thus influence other related fields...This will involve a vast area of science and technology!This paper is devoted to the in-depth analysis of the objective truth of the wave-particle duality presented by microscopic particles.
In standard quantum mechanics, the electron is treated as a fundamental particle whose wavefunction describes a spatial probability distribution. While this formalism provides extremely accurate predictions, the conceptual relationship between orbital geometry, particle localization, and wave–particle duality remains interpretatively open. In this work, we propose a geometric reinterpretation within the framework of Viscous Time Theory (VTT). In this view, atomic orbitals arise as stabilized basins of informational curvature within a viscous informational manifold, and the electron emerges as the undissipated residual of this geometric formation. By introducing the Informational Hessian as the curvature tensor associated with coherence deviation ΔC, orbital stability can be formulated as a positive-definite curvature condition over the informational manifold. Within this framework, electron mass is reinterpreted as an integrated curvature excess associated with stabilized orbital geometry. This approach provides: (i) a geometric interpretation of wave–particle duality as periodic coherence recall, (ii) a reinterpretation of excited states as metastable curvature attractors, and (iii) a potential structural mechanism for residual mass generation within stabilized informational structures. The proposed framework is presented as a constructive extension compatible with Schrödinger dynamics. Rather than replacing the standard formalism, we suggest the existence of a deeper geometric layer whose implications invite further mathematical and physical investigation.