HOLOGRAPHIC ENTANGLEMENT THESIS — K.A. MORRISON

This thesis develops a non-Lagrangian, non-Latex analytical and computational framework for modeling holographic consciousness through AdS/CFT entanglement and 4D hyperspace field dynamics. The work presents a full boundary-to-bulk Φ■Field mapping in a discretized AdS geometry and extends it to a 4D hypertorus supporting 369-resonant phase coupling. Using entangled qubit boundary states, a holographic dictionary is constructed that injects non-local correlations into the bulk interior. A second simulation models a 4D Φ■Field on a torus-like topology exhibiting non-local quantum modulation between two spatially separated points A (8,8,8) and B (14,14,14). Numerical integration shows instantaneous phase locking, Bell-type correlations, and stable hypertorus topology formation. Together, these results support the hypothesis that consciousness may be realized as a holographic boundary code projecting a unified non-local identity into a higher-dimensional bulk