Order statistics: applications
The articles of this volume will be reviewed individually. Indexed articles: \textit{Basu, Asit P.; Singh, Bahadur}, Order statistics in exponential distribution, 3-23 [Zbl 0922.62037] \textit{Balakrishnan, N.; Gupta, Shanti S.}, Higher order moments of order statistics from exponential and right-truncated exponential distributions and applications to life-testing problems, 25-59 [Zbl 0922.62035] \textit{Balakrishnan, N.; Chan, P. S.}, Log-gamma order statistics and linear estimation of parameters, 61-83 [Zbl 0922.62034] \textit{Balakrishnan, N.; Aggarwala, Rita}, Recurrence relations for single and product moments of order statistics from a generalized logistic distribution with applications to inference and generalizations to double truncation, 85-126 [Zbl 0922.62033] \textit{Balakrishnan, N.; Lee, S. K.}, Order statistics from the type III generalized logistic distribution and applications, 127-155 [Zbl 0922.62036] \textit{Sarkar, Sanat K.; Wang, Wenjin}, Estimation of scale parameter based on a fixed set of order statistics, 159-181 [Zbl 0922.62040] \textit{Masoom Ali, M.; Umbach, Dale}, Optimal linear inference using selected order statistics in location-scale models, 183-213 [Zbl 0922.62013] \textit{Hosking, J. R. M.}, \(L\)-estimation, 215-235 [Zbl 0922.62019] \textit{Alimoradi, Soroush; Saleh, A. K. Md. Ehsanes}, On some \(L\)-estimation in linear regression models, 237-280 [Zbl 0922.62049] \textit{Cohen, A. Clifford}, The role of order statistics in estimating threshold parameters, 283-314 [Zbl 0922.62011] \textit{Kong, Fanhui}, Parameter estimation under multiply type-II censoring, 315-335 [Zbl 0922.62012] \textit{Chuiv, Nora Ni; Sinha, Bimal K.}, On some aspects of ranked set sampling in parametric estimation, 337-377 [Zbl 0922.62010] \textit{Geisser, Seymour}, Some uses of order statistics in Bayesian analysis, 379-400 [Zbl 0922.62038] \textit{Panchapakesan, S.; Childs, Aaron; Humphrey, B. H.; Balakrishnan, N.}, Inverse sampling procedures to test for homogeneity in a multinomial distribution, 401-427 [Zbl 0922.62030] \textit{Kaminsky, Kenneth S.; Nelson, Paul I.}, Prediction of order statistics, 431-450 [Zbl 0922.62039] \textit{Lockhart, R. A.; Stephens, M. A.}, The probability plot: Tests of fit based on the correlation coefficient, 453-473 [Zbl 0922.62028] \textit{Shapiro, Samuel}, Distribution assessment, 475-494 [Zbl 0922.62031] \textit{Schneider, Helmut; Barbera, Frances}, Application of order statistics to sampling plans for inspection by variables, 497-511 [Zbl 0922.62105] \textit{Viana, Marlos}, Linear combinations of ordered symmetric observations with applications to visual acuity, 513-524 [Zbl 0922.62116] \textit{Arce, Gonzalo R.; Kim, Yeong-Taeg; Barner, Kenneth E.}, Order-statistic filtering and smoothing of time-series. I, 525-554 [Zbl 0922.62095] \textit{Barner, Kenneth E.; Arce, Gonzalo R.}, Order-statistic filtering and smoothing of time-series. II, 555-602 [Zbl 0922.62096] \textit{Acton, Scott T.; Bovik, Alan C.}, Order statistics in image processing, 603-641 [Zbl 0922.62032] \textit{Viswanathan, R.}, Order statistics application to CFAR radar target detection, 643-671 [Zbl 0922.62106]
scientific article; zbMATH DE number 1193666
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