Plato's Quantum Cave, Entanglement And Classical Physics

We demonstrate that quantum entanglement emerges naturally from the fundamental Relator condition $R\omega = c$---linking wavefunction evolution speed, classical conservation laws, and the standard Schrödinger equation. By introducing an internal generator space ($\mathbb{C}$-space) orthogonal to conventional spatial dimensions ($\mathbb{R}^3$-space), the Relator framework offers an explicit and unified explanation of the conceptual gap between classical and quantum physics. Within this formulation, particle interactions generate a shared internal--frequency component and establish resonant coupling in $\mathbb{C}$-space, providing a concrete geometric mechanism for the origin of entanglement.