summary:In this paper properties of some ranking and selection procedures based on robust $L$-estimates of location parameter are studied. The least favorable configuration of parameters and the asymptotic efficiency relative to procedures based on sample means are found
© 2014 Society for Industrial and Applied Mathematics. Some bounds for the average sample size are e...
Assume k (??k \geq 2) populations are given. The associated independent random variables have contin...
In this paper some generalizations of Gupta's subset selection procedure are discussed. Assume k(\ge...
summary:In this paper properties of some ranking and selection procedures based on robust $L$-estima...
summary:The problem of selecting a subset of polulations containing the population with the largest ...
This thesis deals with some statistical selection and ranking problems. Classical subset selection p...
In this paper we establish lower bounds for average sample size in procedures for selecting a popula...
Decision-theoretic and classical formulations of the ranking problems in a nonparametric setup are c...
This report deals with procedures for random-size subset selection fromk(> 2) given populations w...
Let pi(i), i = 1, 2,..., k be k independent exponential populations with different unknown location ...
Abstract r-4) For k lognormal populations, which differ only in one cqitain parameter 0, the problem...
This thesis deals with random-size subset selection and ranking procedures• • • )|(derived through l...
A generalized goal using subset selection is discussed for the location parameter case. This goal is...
Chebyshev Type Lower Bounds for the Probability of Correct Selection, I: The Location Problem with O...
We extend the results of Gupta and Liang (1998), derived for location parameters, to obtain lower co...
© 2014 Society for Industrial and Applied Mathematics. Some bounds for the average sample size are e...
Assume k (??k \geq 2) populations are given. The associated independent random variables have contin...
In this paper some generalizations of Gupta's subset selection procedure are discussed. Assume k(\ge...
summary:In this paper properties of some ranking and selection procedures based on robust $L$-estima...
summary:The problem of selecting a subset of polulations containing the population with the largest ...
This thesis deals with some statistical selection and ranking problems. Classical subset selection p...
In this paper we establish lower bounds for average sample size in procedures for selecting a popula...
Decision-theoretic and classical formulations of the ranking problems in a nonparametric setup are c...
This report deals with procedures for random-size subset selection fromk(> 2) given populations w...
Let pi(i), i = 1, 2,..., k be k independent exponential populations with different unknown location ...
Abstract r-4) For k lognormal populations, which differ only in one cqitain parameter 0, the problem...
This thesis deals with random-size subset selection and ranking procedures• • • )|(derived through l...
A generalized goal using subset selection is discussed for the location parameter case. This goal is...
Chebyshev Type Lower Bounds for the Probability of Correct Selection, I: The Location Problem with O...
We extend the results of Gupta and Liang (1998), derived for location parameters, to obtain lower co...
© 2014 Society for Industrial and Applied Mathematics. Some bounds for the average sample size are e...
Assume k (??k \geq 2) populations are given. The associated independent random variables have contin...
In this paper some generalizations of Gupta's subset selection procedure are discussed. Assume k(\ge...
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