Recent AI-assisted mathematical research has driven renewed attention to the Riemann Hypothesis, with an unreleased Claude model from Anthropic raising the unconditional lower bound on the proportion of simple, nontrivial Riemann zeta zeros on the critical line from 41.6% to 67.2% in mid-2026. Human mathematicians, including Youness Lamzouri, refined these outputs into shorter, formalized proofs verified in Lean 4 and extended related results on distinct zeros to over 83.69%. These advances build on decades-old techniques but leverage large language models for exploration and verification, without resolving the full hypothesis. Traders should monitor upcoming number theory conferences, new AI model releases from major labs, and any peer-reviewed publications that could signal further incremental bounds or entirely new approaches.