Topological Phase Transitions in Quantum Information Networks and the Emergence of Microscopic Spacetime / 量子資訊網絡的拓撲相變與微觀時空突顯機制

This paper (VII_001) establishes a background-independent theoretical framework demonstrating that four-dimensional continuous spacetime is an emergent phenomenon originating from topological phase transitions within a non-local Qubit Network. By constructing the Information Distance Operator $\hat{D}_{ij}$, we map quantum mutual information to geometric space. Driven by the Universal Field of Intelligence (UFI) negentropic dynamics through black hole resets (Paper I_015) and transcending the Internal Observer Fallacy (Paper I_001), the network undergoes spontaneous symmetry breaking to condense into a smooth manifold where Einstein's Field Equations emerge as macroscopic equations of state.