Quais são as probabilidades atuais de Is the second Hardy-Littlewood conjecture true??

A Manifold Markets cota No em 92.6% em 21 de outubro de 2026.

Quando Is the second Hardy-Littlewood conjecture true? é resolvido?

Is the second Hardy-Littlewood conjecture true? deverá ser resolvido em 1 de janeiro de 2101.

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Não 92.6%

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binary

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Play-money forecasting platform

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Atualizado há 21 minutos

28/10/23, 17:25 UTC1/01/01, 05:59 UTC

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Resultado24hProbabilidade

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The second Hardy-Littlewood conjecture says that the prime conting function obeys the triangle inequality, π(x+y) ≤ π(x) + π(y), for x, y ≥ 2.

Equivalently, there are always at least as many primes from 1 to x as there are from 1+y to x+y.
It has been proven that only one of the two Hardy-Littlewood conjectures can be true, so this market can't resolve YES if @/JosephNoonan/is-the-first-hardylittlewood-conjec resolves YES.