This paper describes a method for creating a confidence interval for the ratio of rates using the score statistic. This non-iterative and easy to apply procedure produces confidence intervals that are suitable for use with Poisson data and simulation results indicate that it is close to the nominal level for a wide range of scenarios. Copyright © 2003 John Wiley & Sons, Ltd
Let k1, k2 be non-negative integers with k1 + k 2 ≥ 2; let X1, X 2,.. Xk1 ;Y1, Y2,.. Yk2 be mutua...
In studies where the response variable is measured on a ratio scale, a ratio of means or medians pro...
Confidence intervals for the survival function and the cumulative hazard function are considered. Th...
This paper describes a method for creating a confidence interval for the ratio of rates using the sc...
We offer an approximation to central confidence intervals for directly standardized rates, where we ...
We consider construction of two-sided nonparametric confidence intervals in a smooth function model ...
The likelihood ratio method is used to construct a confidence interval for a population mean when sa...
We consider the problem of providing a confidence interval when the parameter of interest is R = θ1 ...
Methods to find a confidence interval for Poisson distributed variables are illuminated, especially ...
Includes bibliographical references (pages 60-61)Confidence intervals are a very useful tool for mak...
Several large-sample confidence intervals for the ratio of independent binomial proportions are comp...
Ratios of parameter estimates are often used in econometric applications. However, the test of these...
The relative risk and odds ratio are widely used in many fields, including biomedical research, to c...
Four interval estimation methods for the ratio of marginal binomial proportions are compared in term...
Directly standardized mortality rates are examples of weighted sums of Poisson rate parameters. If t...
Let k1, k2 be non-negative integers with k1 + k 2 ≥ 2; let X1, X 2,.. Xk1 ;Y1, Y2,.. Yk2 be mutua...
In studies where the response variable is measured on a ratio scale, a ratio of means or medians pro...
Confidence intervals for the survival function and the cumulative hazard function are considered. Th...
This paper describes a method for creating a confidence interval for the ratio of rates using the sc...
We offer an approximation to central confidence intervals for directly standardized rates, where we ...
We consider construction of two-sided nonparametric confidence intervals in a smooth function model ...
The likelihood ratio method is used to construct a confidence interval for a population mean when sa...
We consider the problem of providing a confidence interval when the parameter of interest is R = θ1 ...
Methods to find a confidence interval for Poisson distributed variables are illuminated, especially ...
Includes bibliographical references (pages 60-61)Confidence intervals are a very useful tool for mak...
Several large-sample confidence intervals for the ratio of independent binomial proportions are comp...
Ratios of parameter estimates are often used in econometric applications. However, the test of these...
The relative risk and odds ratio are widely used in many fields, including biomedical research, to c...
Four interval estimation methods for the ratio of marginal binomial proportions are compared in term...
Directly standardized mortality rates are examples of weighted sums of Poisson rate parameters. If t...
Let k1, k2 be non-negative integers with k1 + k 2 ≥ 2; let X1, X 2,.. Xk1 ;Y1, Y2,.. Yk2 be mutua...
In studies where the response variable is measured on a ratio scale, a ratio of means or medians pro...
Confidence intervals for the survival function and the cumulative hazard function are considered. Th...