The purpose of this paper is to explore the possibility of a wave-packet collapse induced by topological disconnectivity, based on the discussions of the wave-corpuscle duality. Several experimental suggestions are proposed to test this sort of wave-packet collapse based on quantum interference.
A satisfactory explanation of the confounding wave-particle duality of matter is presented in terms of the reality of the wave nature of a particle. In this view, a quantum particle is an objectively real wave packet consisting of irregular disturbances of underlying quantum fields. It travels holistically as a unit and thereby acts as a particle. Only the totality of the entire wave packet at any instance embodies all the conserved quantities, for example the energy-momentum, rest mass, and charge of the particle, and as such must be acquired all at once during detection. On this basis, many of the bizarre behaviors observed in the quantum domain, such as wave function collapse, the limitation of prediction to only a probability rather than an actuality, the apparent simultaneous existence of a particle in more than one place, and the inherent uncertainty can be reasonably comprehended. The necessity of acquiring the wave function in its entirety for detection, as evinced by the appearance of collapse of the wave function, supports the paradigm of reality of the wave function described here. Quanta 2016; 5: 93–100.
We propose a novel interpretation of quantum mechanics based on the hypothesis that quantum entities possess two ontologically distinct components—particle and wave—that couple to spacetime through fundamentally different mechanisms. The particle component interacts with spacetime through conventional local, causal coupling, while the wave component exists on a topological plane structurally linked to spacetime's global geometric properties. This dual-mode coupling framework offers intuitive explanations for wave-particle duality, measurement-induced decoherence, quantum interference, and non-local correlations without invoking wavefunction collapse or observer-dependent reality. We outline the conceptual foundations, discuss how this framework resolves longstanding quantum paradoxes, and propose potential experimental tests.