Elliott–Halberstam conjecture
In number theory, the Elliott–Halberstam conjecture is a conjecture about the distribution of prime numbers in arithmetic progressions. It has many applications in sieve theory. It is named for Peter D. T. A. Elliott and Heini Halberstam, who stated the conjecture in 1968. where is Euler's totient function. If we then define the error function where the max is taken over all coprime to , then the Elliott–Halberstam conjecture is the assertion thatfor every and there exists a constant such that for all .
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Analytic number theoryBarban–Davenport–Halberstam theoremBombieri–Vinogradov theoremCem YıldırımClosing the Gap: The Quest to Understand Prime NumbersDaniel GoldstonElliott-Halberstam conjectureHeini HalberstamJames Maynard (mathematician)János PintzLandau's problemsList of University of Illinois Urbana-Champaign peopleList of conjecturesList of number theory topicsList of unsolved problems in mathematicsPeter D. T. A. ElliottPolignac's conjecturePrime gapScientific phenomena named after peopleSexy primeTwin primeYitang Zhang
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Elliott–Halberstam conjecture
In number theory, the Elliott–Halberstam conjecture is a conjecture about the distribution of prime numbers in arithmetic progressions. It has many applications in sieve theory. It is named for Peter D. T. A. Elliott and Heini Halberstam, who stated the conjecture in 1968. where is Euler's totient function. If we then define the error function where the max is taken over all coprime to , then the Elliott–Halberstam conjecture is the assertion thatfor every and there exists a constant such that for all .
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Die Vermutung von Elliott und ...... nerten Riemannschen Vermutung.
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En teoría de números, la conje ...... mularon la conjetura en 1968.
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En théorie des nombres, la con ...... r de (en) et Heini Halberstam.
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In number theory, the Elliott– ...... he lowest proven bound is 246.
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Inom talteori är Elliott–Halbe ...... örmodan inte gäller vid θ = 1.
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Nella teoria dei numeri, la co ...... oni nella teoria dei crivelli.
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Гипотеза Эллиота — Халберстама ...... тличающихся не более чем на 6.
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Die Vermutung von Elliott und ...... onstante , so dass: für alle .
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En teoría de números, la conje ...... mularon la conjetura en 1968.
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En théorie des nombres, la con ...... r de (en) et Heini Halberstam.
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In number theory, the Elliott– ...... a constant such that for all .
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Inom talteori är Elliott–Halbe ...... ltermen gäller för alla x > 2.
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Nella teoria dei numeri, la co ...... oni nella teoria dei crivelli.
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Гипотеза Эллиота — Халберстама ...... , а — функция Эйлера. для всех
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Congettura di Elliott-Halberstam
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Conjecture d'Elliott-Halberstam
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Conjetura de Elliott–Halberstam
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Elliott–Halberstam conjecture
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Elliott–Halberstams förmodan
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Vermutung von Elliott und Halberstam
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Гипотеза Эллиота — Халберстама
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