An Algorithm that generates the unconditional exact permutation distribution of a 2 x n experiment is presented. The algorithm is able to handle ranks as well as actual observations. It makes it possible to obtain exact p-values for several statistics, especially when sample sizes are small and the application of large sample approximation is unreliable. An illustrative implementation is achieved and leads to the computation of exact p-values for the Mood test when the sample size is small
The purpose of this paper is to explain the concepts and replicate some results in the article Permu...
The exhaustive enumeration of all the permutations of the observations in an experiment is the only ...
The purpose of this paper is to explain the concepts and replicate some results in the article Permu...
The permutation test is a non-parametric method for assessing statistical significance and this meth...
The exact distribution of a test statistic ultimately guarantees that the probability of a Type I er...
Abstract. The use of permutation methods for exact inference dates back to Fisher in 1935. Since the...
The main practical drawback of permutation testing is that, except for very small sample sizes, the...
The main practical drawback of permutation testing is that, except for very small sample sizes, the...
The main practical drawback of permutation testing is that, except for very small sample sizes, the...
The main practical drawback of permutation testing is that, except for very small sample sizes, the...
The primary purpose of this textbook is to introduce the reader to a wide variety of elementary perm...
While the distribution-free nature of permutation tests makes them the most appropriate method for h...
We outline a novel approach to calculate exact p-levels for two-sample randomization tests. The appr...
We outline a novel approach to calculate exact p-levels for two-sample randomization tests. The appr...
The purpose of this paper is to explain the concepts and replicate some results in the article Permu...
The purpose of this paper is to explain the concepts and replicate some results in the article Permu...
The exhaustive enumeration of all the permutations of the observations in an experiment is the only ...
The purpose of this paper is to explain the concepts and replicate some results in the article Permu...
The permutation test is a non-parametric method for assessing statistical significance and this meth...
The exact distribution of a test statistic ultimately guarantees that the probability of a Type I er...
Abstract. The use of permutation methods for exact inference dates back to Fisher in 1935. Since the...
The main practical drawback of permutation testing is that, except for very small sample sizes, the...
The main practical drawback of permutation testing is that, except for very small sample sizes, the...
The main practical drawback of permutation testing is that, except for very small sample sizes, the...
The main practical drawback of permutation testing is that, except for very small sample sizes, the...
The primary purpose of this textbook is to introduce the reader to a wide variety of elementary perm...
While the distribution-free nature of permutation tests makes them the most appropriate method for h...
We outline a novel approach to calculate exact p-levels for two-sample randomization tests. The appr...
We outline a novel approach to calculate exact p-levels for two-sample randomization tests. The appr...
The purpose of this paper is to explain the concepts and replicate some results in the article Permu...
The purpose of this paper is to explain the concepts and replicate some results in the article Permu...
The exhaustive enumeration of all the permutations of the observations in an experiment is the only ...
The purpose of this paper is to explain the concepts and replicate some results in the article Permu...