Manifold MarketsGeen KYCGeverifieerde afwikkelingsgegevensRedelijk gekalibreerdHuidige gemeenschapsvoorspelling
Ja 93%
Voorspellers
7
Vraagtype
binary
Methodologie
Play-money forecasting platform
Brontype
Voorspelling
Marktdata
Bijgewerkt 10 uur geleden
Verouderd28 okt 23, 17:01 UTC1 jan 01, 05:59 UTC
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Is the Jacobian conjecture true?
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KalshiRegels
The first Hardy-Littlewood conjecture, also called the k-tuple conjecture, gives an asymptotic formula for the number of primes p ≤ x such that p, p + a₁, p + a₂, ..., p + aₖ are all prime, for any tuple (a₁, a₂, ..., aₖ).
- For the exact formula, see: https://mathworld.wolfram.com/k-TupleConjecture.html
- [link preview]
Open markten
SciencePOLYMARKETWill the US confirm that aliens exist by which date?
- December 31-0.5pt4%
- September 30-0.6pt1%
- April 300%
+3 extra uitkomsten
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- 24u volume
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KALSHIWill the U.S. confirm that aliens exist?
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- Before 2028-1.0pt13%
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KALSHIWhen will the next Millennium Prize be awarded?
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- Yes-10.9pt3%
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- 1-1.5pt75.8%
- 2+0.5pt24.2%
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- Yes-1.6pt73%
- No27%
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Veelgestelde vragen
- Wat zijn de huidige kansen voor Is the first Hardy-Littlewood conjecture true??
- Manifold Markets prijst Yes op 93% per 17 september 2026.
- Wanneer wordt Is the first Hardy-Littlewood conjecture true? afgewikkeld?
- Is the first Hardy-Littlewood conjecture true? wordt naar verwachting op 1 januari 2101 afgewikkeld.
- Hoe wordt Is the first Hardy-Littlewood conjecture true? afgewikkeld?
- Manifold Markets wikkelt deze markt als volgt af: The first Hardy-Littlewood conjecture, also called the k-tuple conjecture, gives an asymptotic formula for the number of primes p ≤ x such that p, p + a₁, p + a₂, ..., p + aₖ are all prime, for any tuple (a₁, a₂, ..., aₖ).