The Rosalind Theorem: Methodological Foundations

This paper develops and tests a methodological framework, the Rosalind Theorem, with specific applications to the Riemann Hypothesis. The focus is on stress-testing the theorem under varied analytic scenarios, examining its robustness, and clarifying how it may serve as a structural tool rather than a direct solution claim. The manuscript is accompanied by supporting files, including stress test outputs and a detailed README, to ensure transparency and reproducibility.