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- W4247921160 abstract "Recently there has been much research activity in the area of estimation of ordered parameters (e.g. see Lai Saxena and Tong (1969), Dudewicz (1972a), Dudewicz and Tong (197l), and the references given in those papers). In addition there is a large literature available on preliminary data analysis (e.g. preliminary tests of hypotheses). The present paper considers the problem of interval estimation of the range of a set of normal means. Such an interval can be of interest in its own right (e.g. an upper confidence interval on the range is a measure of the homogeneity of a collection of populations). Such intervals can also be regarded as a preliminary stage of data analysis (e.g. if the range of the mean yields is shown to be very small, then in certain applications one would not proceed further with experimentation, but would decide to choose a population on criteria other than mean yield such as cost, ease of implementation, etc.; while if the range is large one may follow with ranking and selection procedures and/or estimation of ordered parameters)." @default.
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- W4247921160 date "1974-01-01" @default.
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- W4247921160 title "Estimation of ordered parameters: the range of k normal means" @default.
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- W4247921160 doi "https://doi.org/10.1080/03610927408827130" @default.
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