Wavefunction Oneness and the EPR–Bell Nonlocality Question proposes a direct conceptual reply to one of quantum theory’s deepest unresolved tensions. Rather than treating an EPR–Bell pair as two already-separate entities mysteriously coordinated across distance, the paper argues that standard quantum mechanics already licenses a neglected physical category: preserved composite wavefunction oneness. Drawing on accepted examples from hydrogen, helium, molecular bonding, hadrons, and matter-wave interference, the paper develops the case that spatial extent alone does not destroy physical unity, and that the nonlocality puzzle may be intensified by a hidden assumption of premature separability. The result is a sharp, historically grounded extension of the EPR–Bell discussion that respects Bell’s theorem while reopening the question of what kind of physical object an entangled pair really is.
Lock Thomas (Mon,) studied this question.