The Emergence of General Relativity from World Quantum Theory

The Emergence of General Relativity from World Quantum TheoryAbstractBased on World Quantum Theory (WQT), we define the intrinsic curvature GZ=1/λ^2 and the primordial energy flux Tz=Ep/(4λ^2lp), and introduce the intrinsic gravitational constant G0=lpc^2 /(2πmp) derived from Planck units. Direct substitution yields: G_Z=(8π⋅G_0)/c^4 ⋅T_ZThis matches the form of Einstein’s field equation exactly, showing that General Relativity (GR) emerges naturally from WQT in the low-energy, large-scale limit. We further show that GR’s gravitational constant G is not universal—it encodes Earth-local conventions (e.g., the projection factor x=2π)—and thus fails in deep space or cosmological regimes. The cosmological constant Λ is an unnecessary fix for this limitation. Paper: World Quantum Theory Deriving the Law of Universal Gravitation from World Quantum Theory