Replacing and Integrating Einstein: A Sixtan Synthesis of General Relativity and Quantum Field Theory

This paper presents a geometric synthesis of general relativity and quantum field theory using Sixta Theory. We show that both curvature and quantum behavior arise from dimensional twist-phase harmonics and derive an integrated formalism wherein spacetime, mass, time, and quantum states are unified through a shared recursive harmonic structure. By reducing Einstein’s field equations and quantum operators into Sixtan twist geometry, we provide an elegant and predictive bridge between the macroscopic and microscopic regimes.