PolymarketCheck availabilityNo KYCVerified resolution dataWell calibratedSelected book midpoint
No · —
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Stored reference
No 93%
No 93%Market quality
48 / 100
Low quality24h Volume
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Liquidity
$548
Low liquidityOpen interest
$360
Bid / Ask
— / —
NoSpread
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Comments
0
Market data
Updated 18 minutes ago
Sep 9, 26, 10:03 PM UTCJan 1, 27, 4:59 AM UTC
Chart and changes show stored historical probabilities, not the selected live book.
Trends
Selected row: book midpoint. Other rows: stored references, possibly normalized; 24h changes use stored history.
Venue terms
Source: Polymarket
Informational venue terms only; CoinRithm paper trading uses its own rules.
- Minimum order (shares):
- 5
- Tick size:
- 1 percentage points
- Fees:
- Yes
Top holders
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Market depth · No
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Related Markets
Related questions for context, not a comparison of equivalent contracts.
OpenAI retracts Navier-Stokes solution in 2026?
PolymarketWhich of Anthropic and OpenAI will get more credit for the Navier-Stokes solution, in my judgement?
Manifold MarketsWill Anthropic announce a solution to the Navier-Stokes Millennium problem before IPO?
Manifold MarketsWill Anthropic announce a claimed solution to Navier–Stokes before the end of 2026?
Manifold MarketsSerrano and Google DeepMind publish Navier-Stokes result by 2027?
Manifold MarketsWill CMI declare the Navier-Stokes problem solved by which date?
PolymarketRules
This market will resolve to "Yes" if OpenAI retracts its Navier-Stokes solution between market creation and December 31, 2026, 11:59 PM ET.
- Otherwise, this market will resolve to "No".
- OpenAI's Navier-Stokes solution refers to the Navier-Stokes solution that OpenAI announced on September 8, 2026 (https://openai.com/index/navier-stokes-solution/).
- A qualifying retraction occurs when OpenAI officially and publicly states that the published proof was incorrect or does not solve the Navier-Stokes problem.
- Statements by any other party will not qualify.
- Revisions that do not retract the correctness of the initial proof as a solution to the Navier-Stokes problem will not qualify.
