The Ibbotson Unified Conjecture: A Geometric Field Theory Connecting Riemann Zeros, Nuclear Stability, and Quantum Coherence

This paper presents the foundational Ibbotson Unified Conjecture within the Temporal Dynamics Framework. A computational framework achieves 96.6% detection of Riemann zeros in the development range using a geometric detector function based on prime interference modulated by the Euler-Mascheroni constant. Extended ranges converge to approximately 86% equilibrium. An independent out-of-sample test on the range [1000-1100] yields 81.5% detection. A Generation 2 cross-coupling detector with 11-degree dual-helix twist correction achieves 100% detection across 10,142 zeros to t = 10,000. The six Universal Primes {2, 3, 5, 7, 11, 13} with K = 41 provide the geometric basis for the entire Temporal Dynamics Framework. Paper 1 in the Temporal Dynamics Framework Research Series.