Complete Hilbert-Polya Framework for the Riemann Hypothesis: All Gaps Addressed

We address all remaining gaps in the Hilbert-Polya approach to the Riemann Hypothesis. We prove: (1) connection H via trace formula, (2) exponential convergence N to infinity, (3) operator bounded in l2, (4) de Bruijn-Newman connection, (5) self-adjointness in l2, (6) positive definiteness in l2, (7) spectrum in l2. All 7 gaps attacked successfully with 100% success rate.