A Note on BENNETT'S "Test for Marginal Symmetry in Contingency Tables", Metrika 19, 1972, H. l, 23-26.
A note on biconic copulas
We describe a class of bivariate copulas having a fixed diagonal section. The obtained class contains both the Fréchet upper and lower bounds and it allows to describe non-trivial tail dependence coefficients along both the diagonals of the unit square.
A Note on Characterization by the Conditional Expectation.
A Note on Component-Wise Kronecker Designs.
A Note on Computing Extreme Tail Probabilities of the Noncentral -Distribution with Large Noncentrality Parameter
The noncentral -distribution is a generalization of the Student’s-distribution. In this paper we suggest an alternative approach for computing the cumulative distribution function (CDF) of the noncentral-distribution which is based on a direct numerical integration of a well behaved function. With a double-precision arithmetic, the algorithm provides highly precise and fast evaluation of the extreme tail probabilities of the noncentral -distribution, even for large values of the noncentrality...
A note on confidence interval for the power of the one sample test.
A note on confidence intervals for the Kiefer-Wolfowitz problem
A Note on Connectedness of Block Designs.
A note on control of the false discovery proportion
We consider the problem of simultaneous testing of a finite number of null hypotheses , i=1,...,s. Starting from the classical paper of Lehmann (1957), it has become a very popular subject of research. In many applications, particularly in molecular biology (see e.g. Dudoit et al. (2003), Pollard et al. (2005)), the number s, i.e. the number of tested hypotheses, is large and the popular procedures that control the familywise error rate (FWERM) have small power. Therefore, we are concerned with...
A Note on Convergence in Probability Uniformly in a Parameter
A Note on Efficiency.
A note on estimation in controlled diffusion processes
A note on exponentially bounded stopping times of certain one-sample sequential rank order tests.
A Note on Generalized Wald's Method.
A Note on Hájek's Theory of Rejective Sampling.
A note on Hammersley's inequality for estimating the normal integer mean.
A note on interval estimation for the mean of inverse Gaussian distribution.
In this paper, we study the interval estimation for the mean from inverse Gaussian distribution. This distribution is a member of the natural exponential families with cubic variance function. Also, we simulate the coverage probabilities for the confidence intervals considered. The results show that the likelihood ratio interval is the best interval and Wald interval has the poorest performance.
A Note on Minimum Variance.
A note on moment inequalities for order statistics from star-shaped distributions
A Note on Necessary Best Estimator of Order Two .