Prouhet–Tarry–Escott problem
In mathematics, the Prouhet–Tarry–Escott problem asks for two disjoint multisets A and B of n integers each, whose first k power sum symmetric polynomials are all equal.That is, the two multisets should satisfy the equations for each integer i from 1 to a given k. It has been shown that n must be strictly greater than k. Solutions with are called ideal solutions. Ideal solutions are known for and for . No ideal solution is known for or for .
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Prouhet–Tarry–Escott problem
In mathematics, the Prouhet–Tarry–Escott problem asks for two disjoint multisets A and B of n integers each, whose first k power sum symmetric polynomials are all equal.That is, the two multisets should satisfy the equations for each integer i from 1 to a given k. It has been shown that n must be strictly greater than k. Solutions with are called ideal solutions. Ideal solutions are known for and for . No ideal solution is known for or for .
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En mathématiques, et plus part ...... e par les ensembles suivants :
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In mathematics, the Prouhet–Ta ...... nd Leonhard Euler (1750/1751).
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等冪和問題是數論中一個有趣的問題，所謂等冪和即將左右不全等的 ...... , ±94, ±121, ±146, ±148}，k=11。
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title
Prouhet-Tarry-Escott problem
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Prouhet-Tarry-EscottProblem
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En mathématiques, et plus part ...... déré au début des années 1910.
@fr
In mathematics, the Prouhet–Ta ...... solution is known for or for .
@en
等冪和問題是數論中一個有趣的問題，所謂等冪和即將左右不全等的 ...... , ±94, ±121, ±146, ±148}，k=11。
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Problème de Prouhet-Tarry-Escott
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Prouhet–Tarry–Escott problem
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等冪和問題
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