Manifold MarketsSin KYCDatos de resolución verificadosCalibración aceptablePronóstico comunitario actual
Sí 93%
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7
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binary
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Play-money forecasting platform
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Actualizado hace 10 horas
Desactualizado28 oct 23, 17:01 UTC1 ene 01, 5:59 UTC
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KalshiReglas
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]
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Preguntas frecuentes
- ¿Cuáles son las probabilidades actuales de Is the first Hardy-Littlewood conjecture true??
- Manifold Markets cotiza Yes al 93% a fecha de 17 de septiembre de 2026.
- ¿Cuándo se resuelve Is the first Hardy-Littlewood conjecture true??
- Está previsto que Is the first Hardy-Littlewood conjecture true? se resuelva el 1 de enero de 2101.
- ¿Cómo se liquida Is the first Hardy-Littlewood conjecture true??
- Manifold Markets liquida este mercado del siguiente modo: 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).