This note presents a Kolmogorov inequality for the partial sums of a sequence of independent Bernoulli random variables with unequal means.

We consider point and interval estimation for risk ratios based on two independent samples of binomial data subject to false positive misclassification. For such data it is well known that the model is unidentifiable. We consider incorporating training data obtained by using a double-sampling...

This paper presents improved Kolmogorov inequalities for the binomial distribution.

An improved Kolmogorov inequality for the binomial distribution is derived.

The modified likelihood ratio (MLR) test statistic is frequently used to detect unequal covariance matrices. We are concerned with examining this statistic with respect to departures from the usual i.i.d. assumptions on the sample data. In particular we characterize the joint covariance...

Consider the multivariate linear model for the random matrixYn-p~MN(XB, V[circle times operator][Sigma]), whereBis the parameter matrix,Xis a model matrix, not necessarily of full rank, andV[circle times operator][Sigma] is annp-nppositive-definite dispersion matrix. This paper presents...