The Emergence of General Relativity from World Quantum Theory

The Emergence of General Relativity from World Quantum Theory
Abstract
Based 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_Z
This 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
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