The Kotlyar–Riemann Postulate v 1.5

Version 1.50 — Passivity-led integrated framework Reorganizes the Kotlyar–Riemann Postulate around arithmetic passivity as the primary possible route to RH. It introduces the exact theta-defined degree-extension recurrence, incorporates modified Dorraki circuits and the universal AC passivity license, and presents the complete conditional implication all-degree arithmetic passivity ⇒ RH. Earlier spatial, spectral, disk, and GSRC results are integrated as supporting material. It also proposes passivity of each recurrence remainder as a possible construction route. This work presents a research framework, not a proof of the Riemann Hypothesis.OpenAI’s ChatGPT assisted with organizing prior research material, preliminary mathematical analysis, literature identification and checking, drafting, editing, and typesetting. AI assistance does not constitute independent mathematical verification, peer review, or formal proof certification. AI tools are not credited as authors.