Add to ORKGThe following two problems are considered in the case of several normal populations with known variances: (i) The selection of the ' best ' population (the population with the largest mean), given a probability of taking a wrong decision. (ii) A test for outliers in the case of up to seven normal populations. The statistic used in both cases is the standardized difference between the two largest sample means. The ' best ' population can also be defined as the one with the smallest mean. 2
In this paper we consider the problem of deciding which of two populations \pi_1 and \pi_2 has the l...
[[abstract]]Suppose that k normal populations with means μ1,…, μ k and variances are considered. Wh...
In this paper we propose a method for correctly detecting outliers based on a new technique develope...
1. Summary. Statistical decisions to be taken in the case of three normal populations with known var...
The work presents a method o f choosing the best normal population and a method of choosing the sub...
A Comparison of the Performances of Procedures for Selecting the Normal Population Having the Larges...
We propose three separate procedures for selecting one among several normal populations, provided it...
probability requirement, eciency comparisons Mathematical Subject Classification: 62F07; 62G30 Abstr...
The thesis consists of six chapters. The introductory first chapter considers some of the more gener...
[[abstract]]Consider k (k ≥ 2) populations whose mean θ i and variance σ i 2 are all unknown. For gi...
Let π1, ..., πk be k(>_2) populations such that πi, i = 1, 2, ..., k, is characterized by the nor...
We study the performances of the two-stage non-eliminating procedure of Bechhofer, Dunnett and Sobel...
Abstract: Problem statement: Methods proposed for estimating and resolving outliers are compared. Ap...
In this article, we propose a Stein-type two-sample procedure for comparing the means of k(\u3e 1) e...
[[abstract]]Consider k(k~2) populations whose meanei and variance a} are all unknown. For given cont...
In this paper we consider the problem of deciding which of two populations \pi_1 and \pi_2 has the l...
[[abstract]]Suppose that k normal populations with means μ1,…, μ k and variances are considered. Wh...
In this paper we propose a method for correctly detecting outliers based on a new technique develope...
1. Summary. Statistical decisions to be taken in the case of three normal populations with known var...
The work presents a method o f choosing the best normal population and a method of choosing the sub...
A Comparison of the Performances of Procedures for Selecting the Normal Population Having the Larges...
We propose three separate procedures for selecting one among several normal populations, provided it...
probability requirement, eciency comparisons Mathematical Subject Classification: 62F07; 62G30 Abstr...
The thesis consists of six chapters. The introductory first chapter considers some of the more gener...
[[abstract]]Consider k (k ≥ 2) populations whose mean θ i and variance σ i 2 are all unknown. For gi...
Let π1, ..., πk be k(>_2) populations such that πi, i = 1, 2, ..., k, is characterized by the nor...
We study the performances of the two-stage non-eliminating procedure of Bechhofer, Dunnett and Sobel...
Abstract: Problem statement: Methods proposed for estimating and resolving outliers are compared. Ap...
In this article, we propose a Stein-type two-sample procedure for comparing the means of k(\u3e 1) e...
[[abstract]]Consider k(k~2) populations whose meanei and variance a} are all unknown. For given cont...
In this paper we consider the problem of deciding which of two populations \pi_1 and \pi_2 has the l...
[[abstract]]Suppose that k normal populations with means μ1,…, μ k and variances are considered. Wh...
In this paper we propose a method for correctly detecting outliers based on a new technique develope...