Gravity Without a Graviton | A New Route to Quantum Gravity

Natural Evolution of Actuality (NEA) takes the independent abstract lawful responsibilities M and F,and primitive consequential joining Ω, as its starting premises. Quantum-capable phase and spinor carriers,a developed Isbell–Zorro geometry, and Jeffers Response Tensor II (JRT II) subsequently arise as different,potentially co-realised organisations. The source claim is not that spin-two excitations are impossible; it is thatno independently primitive graviton must be inserted beside M, F and Ω. We establish an explicit conditionalmathematical witness for that distinction. A positive two-address response generator includes a generated-metriclapse contribution and admits a stable, strictly finite-hop causal update. Its exact Schur–Scar reduction producesa coherent two-carrier interaction, Heff = E0I − γσz ⊗ σz, without adding a separate graviton Hilbert-spacefactor. Under a selected coherent effective evolution, the concurrence is | sin(2γt/ℏ)|, so initially unentangledcarriers can become maximally entangled. The same network defines branchwise nondegenerate Lorentzianreadouts; a pair of quantum states with identical diagonal geometric data but opposite coherent comparisonsignatures gives an exact No Silent Erasure obstruction to replacing the complete state by a single coarsemetric expectation. An independent transverse–traceless construction exhibits helicity-two representations andfinite-speed collective propagation without declaring them primitive particles. These exact model results areseparated from the unproved physical maps: unique geometry generation, universal gravitational coupling, fullquantum causality, the physical radiative spectrum, and the interpretation of the selected coherent interactionas observed gravity.