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Quantum Entanglement and Vacuum Phase Dynamics in the WUCC &BVP, Spi-Torus Boundary System (Hypothetical)

Prasanth Retnakaran-Saraswathy

Published Aug 18, 2026• 0 citations
Publisher

Abstract

Quantum entanglement is one of the most distinctive features of quantum mechanics. Whentwo quantum systems are prepared in an entangled state, measurements performed at spatiallyseparated locations can exhibit correlations that cannot be explained by assigning independentclassical states to the two systems.Standard quantum mechanics describes these correlations through a non-separable jointquantum state. Importantly, quantum entanglement does not permit controllable faster-thanlight communication: the statistics observed by one observer cannot be manipulated to transmitinformation instantaneously to another observer.

DOI
10.5281/zenodo.21997724

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Quantum entanglement is one of the most distinctive features of quantum mechanics. Whentwo quantum systems are prepared in an entangled state, measurements performed at spatiallyseparated locations can exhibit correlations that cannot be explained by assigning independentclassical states to the two systems.Standard quantum mechanics describes these correlations through a non-separable jointquantum state. Importantly, quantum entanglement does not permit controllable faster-thanlight communication: the statistics observed by one observer cannot be manipulated to transmitinformation instantaneously to another observer.
Quantum entanglement is the quintessential characteristic of quantum mechanics and the basis for quantum information processing. When one of two maximally entangled particles is measured, without measurement the state of another one is determined simultaneously no matter how far the two particles is from each other. How can these phenomena take place since no object can move faster than light speed in a vacuum? The key problem is due to the ignorance of the interaction between a particle and a quantum vacuum. Just like the case where a gun suffers recoil from its firing of a bullet, when a particle is created from the quantum vacuum, the vacuum will be somewhat "broken" correspondingly, which can be described by a shadow state in the vacuum. Through their shadows in the vacuum two quantum entangled particles can have a distance-independent instantaneous interaction with each other. Quantum teleportation, quantum swap, and wave function collapse are explained in a similar way. Quantum object can be interpreted as a composite made up of a particle and the shadowed quantum vacuum which is responsible for the wave characteristic of the particle wave duality. The quantum vacuum is not only the origin of all possible kinds of particles, but also the origin and the core of Eastern mystics.
Quantum entanglement is traditionally framed as spatial non-locality: two particles at arbitrary separation maintain correlated states, with measurement of one instantaneously affecting the other. We propose a reformulation: entanglement is fundamentally a temporal phenomenon — a synchronization of quantum phases via universal harmonic oscillations. Spatial entanglement is recovered as the special case where both particles are created at the same time and location. Three independent experiments support this framework: (1) Megidish et al. (2013) demonstrated entanglement between photons that never coexisted; (2) temporal qubit encoding (|𝜓⟩ = 𝛼|early⟩ + 𝛽|late⟩) achieves full quantum information capacity; (3) Jiang et al. (2024) measured entanglement formation taking 232 attoseconds — the time for a wave to establish phase coherence. In the Fractal Mechanics framework, all particles oscillate at Fibonacci-harmonic frequencies 𝜔_𝑛 = 𝜔_𝑃×(𝜑^−𝑛), and entanglement is their synchronization to common harmonics. This formulation predicts that entanglement fidelity is maximized for time separations Δ𝑡_𝑛 = 𝑇₀/𝜑^𝑛 (Fibonacci timing), testable with current attosecond technology.
The quantum measurement problem remains one of the central conceptual challenges in modern physics. Standard quantum mechanics accurately predicts experimental outcomes but leaves unresolved the physical origin of wave-function collapse and the emergence of definite observations. This work proposes a speculative extension of quantum theory within the Wavy Universe Conscious Cycle (WUCC) and Binary Vacuum Paradox (BVP) framework. Rather than treating the observer as an external classical system, the framework models observation as an interaction between a physical quantum state and its phase-conjugate dual within a coupled Hilbert-space structure. The proposal preserves conventional quan-tum mechanics in known experimental regimes while introducing an additional dynamical sector that may become relevant in cosmology, black-hole physics, and quantum gravity. Although speculative, the framework generates several experimentally testable predictionsthat distinguish it from standard interpretation
We present a formal treatment of the Wavy Universe Conscious Cycle (WUCC), a speculative ontological framework in which physical reality is fundamentally wave-based and inwhich the quantum-mechanical wavefunction is reinterpreted as a phase-coherent vacuumresonance rather than an abstract probability amplitude. Central to the proposal is the Binary Vacuum Paradox (BVP): the hypothesis that the vacuum admits two complementaryphase branches, related by complex conjugation, whose coupling generates the dynamics weobserve as unitary quantum evolution. We (i) state provisional but internally consistentdefinitions of the core constructs; (ii) recast the standard Schrödinger equation in a twobranch formalism; (iii) propose a candidate extended dynamical equation with an explicitinter-branch phase-coupling operator; (iv) sketch the conditions under which the standardSchrödinger equation is recovered as an effective (reduced) description; and (v) enumerateconcrete, in-principle-falsifiable predictions that would distinguish WUCC from textbookquantum mechanics. We stress throughout the demarcation between established physics,which is not in dispute, and the speculative WUCC interpretation, for which there is atpresent no experimental support. The scientific value of WUCC hinges entirely on whetherit can (a) derive the Schrödinger equation from binary vacuum dynamics rather than merelyrelabel its terms, and (b) predict measurable deviations from standard quantum mechanics.We argue that the reinterpretation as it currently stands is, at best, empirically equivalentto standard quantum mechanics and therefore not yet a distinct physical theory.Keywords: foundations of quantum mechanics; wavefunction ontology; vacuum states;phase coherence; effective theories; falsifiability