We present a theoretical framework in which all elementary particles are postulated to be spatially fixed within their respective quantum fields, with photons as the sole carriers of their energy-mass information transfer through space. In this model, a real particle becomes virtual upon emission of a photon that encodes its energy--mass information. Specifically, a real particle A, initially localized at position N_A, undergoes an effective spatial relocation toward N_B via the transmission of mass-related information to virtual particles B situated near N_B. This occurs through the emission of a photon propagating at velocity c and carrying energy E = mc^2. The emission event annihilates A with its virtual antiparticle counterpart, rendering A virtual. Conversely, absorption of the m-information photon by a virtual B particle triggers its transition to a real state, thereby realizing the apparent replacement of A at N_B. The observed motion from N_A to N_B thus emerges from the probability of virtual-to-real conversion at N_B. We demonstrate that the spatial dependence of this probability reproduces gravitational time dilation consistent with the Schwarzschild metric. Furthermore, this probability-based formulation offers a unified interpretation of dark energy, dark matter, black hole interiors (where the conversion probability approaches unity), and Hawking radiation at event horizons
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Hind Zaaraoui (2025) studied this question.
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