In mathematics, the Markov brothers' inequality is an inequality proved in the 1890s by brothers Andrey Markov and Vladimir Markov, two Russian mathematicians. This inequality bounds the maximum of the derivatives of a polynomial on an interval in terms of the maximum of the polynomial. For k = 1 it was proved by Andrey Markov, and for k = 2,3,... by his brother Vladimir Markov.
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| - تباين الأخوين ماركوف (ar)
- Markow-Ungleichung (Analysis) (de)
- Disuguaglianza dei fratelli Markov (it)
- Markov brothers' inequality (en)
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| - في الرياضيات ، تباين الأخوين ماركوف هو تباين مثبت من قبل عالم الرياضيات الروسي آندريه ماركوف للجزء و من قبل أخيه الأصغر فلاديمير ماركوف للجزء . (ar)
- Die Markow-Ungleichungen – benannt nach den russischen Mathematikern Andrei und Wladimir Markow – geben eine obere Schranke für die Ableitung von Polynomen in dem abgeschlossenen reellen Intervall [−1,+1] an. Sie werden in der Approximationstheorie gebraucht. Gelegentlich werden diese Ungleichungen auch als Markow-brothers' Ungleichungen bezeichnet. (de)
- In mathematics, the Markov brothers' inequality is an inequality proved in the 1890s by brothers Andrey Markov and Vladimir Markov, two Russian mathematicians. This inequality bounds the maximum of the derivatives of a polynomial on an interval in terms of the maximum of the polynomial. For k = 1 it was proved by Andrey Markov, and for k = 2,3,... by his brother Vladimir Markov. (en)
- In teoria della probabilità e statistica, la disuguaglianza dei fratelli Markov è una diseguaglianza dimostrata da Andrej Markov jr. per e da suo fratello per . Essa afferma quanto segue. Se è un polinomio di grado , allora L'uguaglianza è soddisfatta dai polinomi di Chebyshev di prima specie. (it)
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| - في الرياضيات ، تباين الأخوين ماركوف هو تباين مثبت من قبل عالم الرياضيات الروسي آندريه ماركوف للجزء و من قبل أخيه الأصغر فلاديمير ماركوف للجزء . (ar)
- Die Markow-Ungleichungen – benannt nach den russischen Mathematikern Andrei und Wladimir Markow – geben eine obere Schranke für die Ableitung von Polynomen in dem abgeschlossenen reellen Intervall [−1,+1] an. Sie werden in der Approximationstheorie gebraucht. Gelegentlich werden diese Ungleichungen auch als Markow-brothers' Ungleichungen bezeichnet. (de)
- In mathematics, the Markov brothers' inequality is an inequality proved in the 1890s by brothers Andrey Markov and Vladimir Markov, two Russian mathematicians. This inequality bounds the maximum of the derivatives of a polynomial on an interval in terms of the maximum of the polynomial. For k = 1 it was proved by Andrey Markov, and for k = 2,3,... by his brother Vladimir Markov. (en)
- In teoria della probabilità e statistica, la disuguaglianza dei fratelli Markov è una diseguaglianza dimostrata da Andrej Markov jr. per e da suo fratello per . Essa afferma quanto segue. Se è un polinomio di grado , allora L'uguaglianza è soddisfatta dai polinomi di Chebyshev di prima specie. (it)
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