CSF-CMT vΩ.25.6: The Boundary Anchor — Schrödinger's Dilemma as Layer-Confusion, and Quantum Entanglement as Meta-Field Mediated Second-Space Correlation

This paper anchors the precise epistemological boundary between standard quantum mechanics and first-space meta-field wave dynamics by re-examining the foundational perplexities of Schrödinger, Einstein-Podolsky-Rosen, and Bell. It is demonstrated that Schrödinger's cat paradox arises from the mistaken assumption that the wave function |\psi\rangle is an ontologically primitive entity, whereas it is in fact a coarse-grained projection \hat{\mathcal{C}}_{L_c}|\xi_{EO}\rangle of the continuous meta-field. The Einstein-Podolsky-Rosen argument is resolved not by non-local hidden variables or by Copenhagen subjectivism, but by recognizing that the two ``particles'' are not independent substances but distinct modal projections $P_A\xi_{EO}$ and $P_B\xi_{EO}$ of a single global field. Quantum entanglement is thereby identified as a second-space correlation mediated by the first-space meta-field's intrinsic continuity: no information travels faster than light because no information needs to travel---the correlation is pre-established in the substrate's global phase structure. Bell's theorem is satisfied without violating locality, because the theorem's premise of statistical independence (factorizability) fails for projections of a unified ontological field. Keywords: Schrödinger cat paradox, EPR paradox, Bell's theorem, quantum entanglement, meta-field continuity, layer-confusion, coarse-grained projection, ontological substrate, non-factorizability, second-space correlation