Add to ORKGA class of distribution-free tests for two-sample location problem is based on the signs of most extreme observations in the sub-samples of sizes c and d from X and Y samples respectively. The test statistics have been expressed in terms of linear rank statistics. The asymptotic normality of the test statistics is established. Asymptotic e�ciencies indicate that members of our class do well in comparison with some already existing test statistics for light and medium tailed distribution
AbstractWe derive the asymptotical distributions of two-sample U-statistics and two-sample empirical...
A class of tests based on U-statistic is proposed for two-sample scale problem. The U-statistic is f...
In statistics, two-sample tests are used to determine whether two samples have been drawn from the s...
A class of distribution-free tests for two-sample location problem is based on the signs of most ex...
The special two-sample location problem is an important problem which is useful in comparing the per...
A particular type of two-sample problem of comparing the performances of two packing machines in whi...
This paper presents a new class of test procedures for two-sample location problem based on subsampl...
A class of distribution-free tests for the two-sample location problem is proposed. This class inclu...
For the two-sample location problem we first consider two types of tests, linear rank tests with va...
This paper considers the problem of testing the equality of two unspecified distributions. The class...
summary:The rank statistic $E$, based on the minimum number of exceeding observations in two samples...
summary:Simple rank statistics are used to test that two samples come from the same distribution. Ši...
A distribution-free test is proposed whose power is similar to that of the Wilcoxon Rank-Sum or Terr...
The two-sample location problem is one of the fundamental problems encountered in Statistics. In man...
For the two-sample location problem, two types of tests are considered, linear rank tests with vario...
AbstractWe derive the asymptotical distributions of two-sample U-statistics and two-sample empirical...
A class of tests based on U-statistic is proposed for two-sample scale problem. The U-statistic is f...
In statistics, two-sample tests are used to determine whether two samples have been drawn from the s...
A class of distribution-free tests for two-sample location problem is based on the signs of most ex...
The special two-sample location problem is an important problem which is useful in comparing the per...
A particular type of two-sample problem of comparing the performances of two packing machines in whi...
This paper presents a new class of test procedures for two-sample location problem based on subsampl...
A class of distribution-free tests for the two-sample location problem is proposed. This class inclu...
For the two-sample location problem we first consider two types of tests, linear rank tests with va...
This paper considers the problem of testing the equality of two unspecified distributions. The class...
summary:The rank statistic $E$, based on the minimum number of exceeding observations in two samples...
summary:Simple rank statistics are used to test that two samples come from the same distribution. Ši...
A distribution-free test is proposed whose power is similar to that of the Wilcoxon Rank-Sum or Terr...
The two-sample location problem is one of the fundamental problems encountered in Statistics. In man...
For the two-sample location problem, two types of tests are considered, linear rank tests with vario...
AbstractWe derive the asymptotical distributions of two-sample U-statistics and two-sample empirical...
A class of tests based on U-statistic is proposed for two-sample scale problem. The U-statistic is f...
In statistics, two-sample tests are used to determine whether two samples have been drawn from the s...