Alzoubi's Theory of Projective Symmetrization: A Constructive Proof for the Spectral Realization of Riemann Zeros

This paper introduces a rigorous constructive framework termed Alzoubi's Theory of Projective Symmetrization. We prove that for any candidate Hamiltonian H, the symmetrized projection defined by the Alzoubi Formula strictly enforces the commutativity condition while maintaining Hermiticity.

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