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Barrett, S.D. and Kok, P. (2005) Efficient High-Fidelity Quantum Computation Using Matter Qubits and Linear Optics. Physical Review A, 71, Article ID: 060310.
https://doi.org/10.1103/physreva.71.060310

has been cited by the following article:

• TITLE: Resolving the Einstein, Rosen, Podolsky, Bohm, and Aharonov Paradox with Non-Relativistic Quantum Mechanics

  AUTHORS: Lincoln Stoller

  KEYWORDS: EPRB Experiment, Spinors, Nonlocality, Local Realism, Decoherence, Quantum Variables, Bell’s Theorem

  JOURNAL NAME: Journal of Applied Mathematics and Physics, Vol.14 No.8, August 19, 2026

  ABSTRACT: The results of the Einstein, Rosen, Podolsky, Bohm, and Aharonov (ERPBA) experiment are shown to be fully predicted using standard quantum mechanics and local quantum variables obeying existing quantum rules. The keys to this result are the disentanglement of the two-particle wavefunction at the point of the decay of the singlet state, a correct mapping of the quantum variables defined in the 2-dimensional Hilbert space of SU(2) spinors onto the classical space of 3-dimensional observables described by vectors in SO(3), and the reminder that Bell’s Theorem does not apply to theories involving non-commuting variables. The classic paradox is resolved using a disentangled wavefunction along with a careful mapping of the quantum spinor topology.