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The Riemann hypothesis is one Diophantine equation with no solutions
joint
Davis, Matiyasevich and Robinson (1976): the Riemann hypothesis is equivalent to a specific polynomial Diophantine equation having no solutions in the integers. The hypothesis is a Pi-1 statement; its truth or failure is a fact about one computation that never halts, or does.
source
Narrow Highway - the Millennium floor, a joint found in the literature (operator seed)
card id
card_joint_diophantine_rh
address
WIT.codex.EXP/the-riemann-hypothesis-is-one-diophantine-equati/REF.WITNESSED@narrow-highway-the-mille
adjoining cards
- part of → The Millennium floor - seven open questions, and where they connect — a joint that is proven or observed - a part of the floor
- connects at → The Riemann hypothesis — The Riemann hypothesis is one Diophantine equation with no solutions. davis matiyasevich r
- connects at → P versus NP — The Riemann hypothesis is one Diophantine equation with no solutions. davis matiyasevich r
- cites → M. Davis 1976 — Hilbert's tenth problem: Diophantine equations: positive aspects of a negative solution — the record the joint stands on
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