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In mathematics, Abel's inequality, named after Niels Henrik Abel, supplies a simple bound on the absolute value of the inner product of two vectors in an important special case.

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  • Abel's inequality (en)
  • Desigualtat d'Abel (ca)
  • 阿贝尔不等式 (zh)
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  • En matemàtiques, la desigualtat d'Abel, anomenada amb el nom de Niels Henrik Abel, proporciona una connexió simple al valor absolut del producte interior de dos vectors en un cas especial important. (ca)
  • In mathematics, Abel's inequality, named after Niels Henrik Abel, supplies a simple bound on the absolute value of the inner product of two vectors in an important special case. (en)
  • 阿贝尔不等式（Abel's inequality），由尼尔斯·阿贝尔（挪威語：Niels Henrik Abel）提出，给出了两个向量内积绝对值的上界。 设{a1, a2,...}为单调递减或单调递增的实数集并设{b1, b2,...}为实数集或复数集。 如果{an}单调递增： 如果{an}单调递减： 阿贝尔不等式可从阿贝尔变换轻易得出： (zh)
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  • Abel's inequality (en)
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  • AbelsInequality (en)
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  • En matemàtiques, la desigualtat d'Abel, anomenada amb el nom de Niels Henrik Abel, proporciona una connexió simple al valor absolut del producte interior de dos vectors en un cas especial important. (ca)
  • In mathematics, Abel's inequality, named after Niels Henrik Abel, supplies a simple bound on the absolute value of the inner product of two vectors in an important special case. (en)
  • 阿贝尔不等式（Abel's inequality），由尼尔斯·阿贝尔（挪威語：Niels Henrik Abel）提出，给出了两个向量内积绝对值的上界。 设{a1, a2,...}为单调递减或单调递增的实数集并设{b1, b2,...}为实数集或复数集。 如果{an}单调递增： 如果{an}单调递减： 阿贝尔不等式可从阿贝尔变换轻易得出： (zh)
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