Hoeffding's inequality

Hoeffding's inequality: French\ \ inégalite de Hoeffding

German\ \ Hoeffdingsche Ungleichung

Dutch\ \ ongelijkheid van Hoeffding

Italian\ \ disuguaglianza di Hoeffding

Spanish\ \ desigualdad de Hoffding

Catalan\ \ desigualtat de Hoeffding

Portuguese\ \ desigualdade de Hoeffding

Romanian\ \ inegalitatea Hoeffding

Danish\ \ Hoeffdingulighed

Norwegian\ \ Hoeffdings ulikhet

Swedish\ \ Hoeffdingolikhet

Greek\ \ ανισότητα Hoeffding

Finnish\ \ Hoeffdingin epäyhtälö

Hungarian\ \ Hoeffding-egyenlõtlenség

Turkish\ \ Hoeffding eşitsizliği

Estonian\ \ Hoeffdingi võrratus

Lithuanian\ \ Hoeffding nelygybė; Hiofdingo nelygybė

Slovenian\ \ Hoeffding je neenakost

Polish\ \ nierówność Hoeffdinga

Russian\ \ неравенство Хуффдинга

Ukrainian\ \ -

Serbian\ \ -

Icelandic\ \ Hoeffding er misrétti

Euskara\ \ Hoeffding en arteko desberdintasuna

Farsi\ \ nab rab riye Hoeffding

Persian-Farsi\ \ نابرابري هوفدينگ

Arabic\ \ متابينة هو فدنك

Afrikaans\ \ Hoeffding se ongelykheid

Chinese\ \ 霍夫丁不等式

Korean\ \ Hoeffding 부등식

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Hoeffding's inequality — Hoeffding s inequality, named after Wassily Hoeffding, is a result in probability theory that gives an upper bound on the probability for the sum of random variables to deviate from its expected value.Let :X 1, dots, X n ! be independent random… … Wikipedia
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Wassily Hoeffding — (Mustamäki, Finland, June 12 1914 Chapel Hill, North Carolina, February 28 1991) was an American statistician, and one of the founding fathers of the nonparametric statistics. Writings * Masstabinvariante Korrelationstheorie , 1940 * On the… … Wikipedia
McDiarmid's inequality — McDiarmid s inequality, named after Colin McDiarmid, is a result in probability theory that gives an upper bound on the probability for the value of a function depending on multiple independent random variables to deviate from its expected value … Wikipedia
Azuma's inequality — In probability theory, the Azuma Hoeffding inequality (named after Kazuoki Azuma and Wassily Hoeffding) gives a concentration result for the values of martingales that have bounded differences.Suppose { X k : k = 0, 1, 2, 3, ... } is a martingale … Wikipedia
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List of inequalities — This page lists Wikipedia articles about named mathematical inequalities. Inequalities in pure mathematics =Analysis= * Askey–Gasper inequality * Bernoulli s inequality * Bernstein s inequality (mathematical analysis) * Bessel s inequality *… … Wikipedia
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Bernstein inequalities (probability theory) — In probability theory, the Bernstein inequalities are a family of inequalities proved by Sergei Bernstein in the 1920 s and 1930 s. In these inequalities, X 1, X 2, X 3, dots, X n are random variables with zero expected value: mathbf{E} X i = 0.… … Wikipedia

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Hoeffding's inequality

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Hoeffding's inequality

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