Hoeffding — Wassilij Hoeffding (* 12. Juni 1914 in Mustamäki, Finnland; † 28. Februar 1991 in Chapel Hill, North Carolina, USA) war Statistiker und als solcher einer der Gründer der verteilungsfreien Statistik. Er gilt als Entwickler der Hoeffding… … Deutsch Wikipedia
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
Wassilij Hoeffding — (* 12. Juni 1914 in Mustamäki, Finnland; † 28. Februar 1991 in Chapel Hill, North Carolina, USA) war Statistiker und als solcher einer der Gründer der verteilungsfreien Statistik. Hoeffding promovierte 1940 an der Humboldt Universität Berlin. Im… … Deutsch Wikipedia
President of the Institute of Mathematical Statistics — The President of the Institute of Mathematical Statistics is the highest officer of the Institute of Mathematical Statistics (IMS), and, together with the President Elect and Past President, sets the directions for IMS during his or her term of… … Wikipedia
Copula (statistics) — In statistics, a copula is used as a general way of formulating a multivariate distribution in such a way that various general types of dependence can be represented. Other ways of formulating multivariate distributions include conceptually based … Wikipedia
U-statistic — In statistical theory, a U statistic is a specific type of estimator defined in a particular way. One use of the concept in statistical theory is that it allows a minimum variance unbiased estimator to be derived from essentially any unbiased… … Wikipedia
Copula (probability theory) — In probability theory and statistics, a copula can be used to describe the dependence between random variables. Copulas derive their name from linguistics. The cumulative distribution function of a random vector can be written in terms of… … Wikipedia
Chernoff bound — In probability theory, the Chernoff bound, named after Herman Chernoff, gives exponentially decreasing bounds on tail distributions of sums of independent random variables. It is better than the first or second moment based tail bounds such as… … Wikipedia
Copula (Mathematik) — Eine Copula (Pl. Copulas oder Copulae) ist eine Funktion, die einen funktionalen Zusammenhang zwischen den Randverteilungsfunktionen verschiedener Zufallsvariablen und ihrer gemeinsamen Wahrscheinlichkeitsverteilung angeben kann. Mit ihrer Hilfe… … Deutsch Wikipedia
Неравенство Хёфдинга — В теории вероятностей неравенство Хёфдинга даёт верхнюю границу вероятности того, что сумма величин отклоняется от своего математического ожидания. Неравенство Хёфдинга было доказано Василием Хёфдингом в 1963 году.[1] Неравенство Хёфдинга… … Википедия
Donald Burkholder — Donald L. Burkholder (born 1927) is an American mathematician known for his contributions to probability theory, particularly the theory of martingales. The Burkholder–Davis–Gundy inequality is co named after him. Donald Burkholder is a Professor … Wikipedia
