AbstractThe modified likelihood ratio criterion for testing the homogeneity of variances of p univariate normal populations, and the sphericity test, are both shown in this paper to have a monotone nondecreasing power function
This paper studies the problem of testing whether a function is monotone from a nonparametric Bayesi...
We provide a comprehensive study of a nonparametric likelihood ratio test on whether a random sample...
AbstractMixtures of two beta or gamma distributions having given first four, three, or two moments a...
AbstractThe modified likelihood ratio criterion for testing the homogeneity of variances of p univar...
The modified likelihood ratio criterion for testing the homogeneity of variances of p univariate nor...
AbstractFor testing the hypothesis of equality of two covariances (Σ1 and Σ2) of two p-dimensional m...
This article proposes a nonparametric test of monotonicity for conditional distributions and its mom...
AbstractLet S = ∑nk = 1 Xkxlk, where the Xk are independent observations from a 2-dimensional normal...
This article proposes an omnibus test for monotonicity of nonparametric conditional distributions a...
The paper is concerned with testing uniformity versus a monotone density. This problem arises at lea...
Suppose a random variable has a density belonging to a one parameter family which has strict monoton...
The likelihood ratio test for m-sample homogeneity of covariance is notoriously sensitive to violati...
AbstractThe exact distribution of Mauchly's sphericity test criterion W = |S|/[trS/p]p, when S is th...
In this paper, we propose corrections to the likelihood ratio test and John’s test for sphericity in...
AbstractThe assumption of homogeneity of covariance matrices is the fundamental prerequisite of a nu...
This paper studies the problem of testing whether a function is monotone from a nonparametric Bayesi...
We provide a comprehensive study of a nonparametric likelihood ratio test on whether a random sample...
AbstractMixtures of two beta or gamma distributions having given first four, three, or two moments a...
AbstractThe modified likelihood ratio criterion for testing the homogeneity of variances of p univar...
The modified likelihood ratio criterion for testing the homogeneity of variances of p univariate nor...
AbstractFor testing the hypothesis of equality of two covariances (Σ1 and Σ2) of two p-dimensional m...
This article proposes a nonparametric test of monotonicity for conditional distributions and its mom...
AbstractLet S = ∑nk = 1 Xkxlk, where the Xk are independent observations from a 2-dimensional normal...
This article proposes an omnibus test for monotonicity of nonparametric conditional distributions a...
The paper is concerned with testing uniformity versus a monotone density. This problem arises at lea...
Suppose a random variable has a density belonging to a one parameter family which has strict monoton...
The likelihood ratio test for m-sample homogeneity of covariance is notoriously sensitive to violati...
AbstractThe exact distribution of Mauchly's sphericity test criterion W = |S|/[trS/p]p, when S is th...
In this paper, we propose corrections to the likelihood ratio test and John’s test for sphericity in...
AbstractThe assumption of homogeneity of covariance matrices is the fundamental prerequisite of a nu...
This paper studies the problem of testing whether a function is monotone from a nonparametric Bayesi...
We provide a comprehensive study of a nonparametric likelihood ratio test on whether a random sample...
AbstractMixtures of two beta or gamma distributions having given first four, three, or two moments a...
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