Unified Theory of Quantum Entanglement: \\ Operator Algebras, Zeta Zeros, and Calabi-Yau Topology

We present a comprehensive unification of:• Operator-algebraic foundations of quantum entanglement• Riemann zeta zero spectral theory (ζ(1/2 + iγn) = 0)• CY 7 manifold holographic encoding• Topological quantum field theoryThe theory predicts: quantized entanglement entropy EN (ρn) > 1.5,resonant energies En = γn × 1.218 TeV, and provides a fundamentalconnection between noncommutative geometry and the Riemann hy-pothesis. Novel experimental signatures in Planck-scale physics arederived.