Construction of Polya-Hilbert Operator in Möbius Geometry and its Connection to Riemann Hypothesis

This article develops the mathematical construction of the Polya-Hilbert operator in Möbius geometry, based on the recently published Geometric Unity Theory.

Polya-Hilbert operator, Möbius geometry, Riemann Hypothesis, Geometric Unity Theory, quantum gravity, trace formula, zeta zeros, critical line, spectral theory, self-adjoint operators, geometric quantization, prime numbers, Riemann zeta function, quantum-geometric correspondence, non-trivial zeros