Znám's problem
In number theory, Znám's problem asks which sets of k integers have the property that each integer in the set is a proper divisor of the product of the other integers in the set, plus 1. Znám's problem is named after the Slovak mathematician Štefan Znám, who suggested it in 1972, although other mathematicians had considered similar problems around the same time. One closely related problem drops the assumption of properness of the divisor, and will be called the improper Znám problem hereafter.
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Znám's problem
In number theory, Znám's problem asks which sets of k integers have the property that each integer in the set is a proper divisor of the product of the other integers in the set, plus 1. Znám's problem is named after the Slovak mathematician Štefan Znám, who suggested it in 1972, although other mathematicians had considered similar problems around the same time. One closely related problem drops the assumption of properness of the divisor, and will be called the improper Znám problem hereafter.
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En teoria de nombres, el probl ...... eguntes relatives al problema.
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En teoría de números, el probl ...... a usando solo números impares.
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In number theory, Znám's probl ...... several other open questions.
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Nella teoria dei numeri, il pr ...... molte altre questioni aperte.
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В теории чисел задача Знама сп ...... орые другие открытые проблемы.
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즈남 문제(Znám problem)는 (Štefan Z ...... 갖게되는 일단의 세트 집합이 가능한지를 예상하게 된다.
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Znám's Problem
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ZnamsProblem
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En teoria de nombres, el probl ...... "problema de Znám modificat".
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En teoría de números, el probl ...... de problema de Znám impropio.
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In number theory, Znám's probl ...... proper Znám problem hereafter.
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Nella teoria dei numeri, il pr ...... to problema di Znám improprio.
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В теории чисел задача Знама сп ...... я несобственной задачей Знама.
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즈남 문제(Znám problem)는 (Štefan Z ...... 갖게되는 일단의 세트 집합이 가능한지를 예상하게 된다.
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Problema de Znám
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Problema de Znám
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Problema di Znám
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Znám's problem
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Задача Знама
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즈남 문제
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