Titlebook: An Introduction to Order Statistics; Mohammad Ahsanullah,Valery B Nevzorov,Mohammad Sha Textbook 2013 Atlantis Press 2013 Asymptotic Distr

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1879-6893 easier to gain insight into more specialized results. Thus this book is suitable for a readership working in statistics, actuarial mathematics, reliability engineering, meteorology, hydrology, business economics, sports analysis and many more..978-94-6239-048-5978-94-91216-83-1Series ISSN 1879-6893 Series E-ISSN 1879-6907

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,Order Statistics and Record Values Based on ,α Distributions, some selected members of Fα family of distributions. Then the distributional properties of record values and order statistics from these distributions are presented. For details, the interested readers are referred to Shakil and Ahsanullah (2012), and references therein.

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Textbook 2013aving to work through heavily involved techniques. At the same time more experienced readers can check their level of understanding and polish their knowledge with certain details. This is achieved by, on the one hand, stating the basic formulae and providing many useful examples to illustrate the t

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1879-6893 uitable for advanced undergraduates and first year graduates.This book presents the theory of order statistics in a way, such that beginners can get easily acquainted with the very basis of the theory without having to work through heavily involved techniques. At the same time more experienced reade

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Order Statistics for Discrete Distributions,stics are found. Some problems are solved for order statistics, which are based on geometric distributions. We also consider sampling without replacement from finite populations and consider the distributions and properties of the corresponding order statistics.

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,Order Statistics and Record Values Based on ,α Distributions,n widely studied in statistics since 1995 because of their wide applicability in the modeling and analysis of life time data. Many researchers and authors have developed various classes of Fα distributions. Below we first briefly describe the definitions and properties of Fα distributions and review