The Pre-Ziwave Gravity Equation: Certified Domain Filtering of Mass-Information – Newton and Einstein as Special Cases

We derive the Pre-Ziwave Gravity Equation on a certified domain ΩC underZulfia Bi-Face Probability Theory (ZBPT). Classical gravity assumes∇2Φ = 4πGρ and □hμν = − 16πGc4 Tμνon full possibility space Ω, i.e. certification C(ω) ≡ 1 and filtering trace ∆ ≡ 0. Weprove that on Z-Domain (ZDM) with baseZ(t) = MZ [η(t0)] + ∆(t), ΩC = ∆−1(0),gravity is governed byC(ω)□C (C(ω)MZ ) = 8πGc4 MZ [η(t0)] on ΩC .Newton (1687) is the static ∂t = 0 special case and Einstein (1915) is the dynamicC ≡ 1 special case. When ∆̸ = 0, gravitational wave = 0, only Ziwave = ∆(t)tunnels via Information-Faced Tunneling. No gravitational wave after this.