Let X and Y be two independent continuous random variables. We discuss three techniques to obtain confidence intervals for ρ = Pr{Y > X} in a semiparametric framework. One method relies on the asymptotic normal- ity of an estimator for ρ; the remaining methods involve empirical likelihood and combine it with maximum likelihood estimation and with full parametric likelihood, respectively. Finite-sample accuracy of the confidence intervals is assessed through a simulation study. An illustration is given using a dataset on the detection of carriers of Duchenne Muscular Dystrophy
Several methods of constructing confidence intervals for the median survival time of a recurrent eve...
This paper proposes procedures to provide confidence intervals (CIs) for reliability in stress\u2013...
When working with a single random variable, the simplest and most obvious approach when estimating a...
Let X and Y be two independent continuous random variables. We discuss three techniques to obtain co...
Let X and Y be two independent continuous random variables. We discuss three techniques to obtain co...
Let X andY be two independent continuous random variables. Three techniques to obtain confidence int...
A nonparametric regression model E(Y) = m(x) is considered where Y is a dependent variable, x is a d...
The likelihood ratio statistic for testing pointwise hypotheses about the survival time distribution...
The problem considered is interval estimation of the stress- strength reliability R = P(X<Y) wher...
In this paper, we first re-visit the inference problem for interval identified parameters orig-inall...
We consider the problem of providing a confidence interval when the parameter of interest is R = θ1 ...
Following an idea by Jing et al. (2005), this paper combines the empirical likelihood for the mean f...
In the last decade a growing body of research has studied inference on partially identified paramete...
We consider construction of two-sided nonparametric confidence intervals in a smooth function model ...
The correlation coefficient (CC) is a standard measure of the linear association between two random ...
Several methods of constructing confidence intervals for the median survival time of a recurrent eve...
This paper proposes procedures to provide confidence intervals (CIs) for reliability in stress\u2013...
When working with a single random variable, the simplest and most obvious approach when estimating a...
Let X and Y be two independent continuous random variables. We discuss three techniques to obtain co...
Let X and Y be two independent continuous random variables. We discuss three techniques to obtain co...
Let X andY be two independent continuous random variables. Three techniques to obtain confidence int...
A nonparametric regression model E(Y) = m(x) is considered where Y is a dependent variable, x is a d...
The likelihood ratio statistic for testing pointwise hypotheses about the survival time distribution...
The problem considered is interval estimation of the stress- strength reliability R = P(X<Y) wher...
In this paper, we first re-visit the inference problem for interval identified parameters orig-inall...
We consider the problem of providing a confidence interval when the parameter of interest is R = θ1 ...
Following an idea by Jing et al. (2005), this paper combines the empirical likelihood for the mean f...
In the last decade a growing body of research has studied inference on partially identified paramete...
We consider construction of two-sided nonparametric confidence intervals in a smooth function model ...
The correlation coefficient (CC) is a standard measure of the linear association between two random ...
Several methods of constructing confidence intervals for the median survival time of a recurrent eve...
This paper proposes procedures to provide confidence intervals (CIs) for reliability in stress\u2013...
When working with a single random variable, the simplest and most obvious approach when estimating a...