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RFT 13.7: Entanglement, Uniqueness, Mathematical Structure
Abstract
Proves the mathematical uniqueness of RFT structure and derives quantum entanglement from twistor geometry, showing how non-locality emerges from pre-geometric correlations.
Key Results
- Uniqueness theorem: RFT is the only consistent quantum gravity
- Entanglement entropy from twistor correlators
- ER=EPR emerges naturally from framework
- Quantum error correction in emergent spacetime
- Holographic principle as mathematical necessity