The direct integral method for confidence intervals for the ratio of two location parameters.

ABSTRACT: In a relative risk analysis of colorectal caner on nutrition intake scores across genders, we show that, surprisingly, when comparing the relative risks for men and women based on the index of a weighted sum of various nutrition scores, the problem reduces to forming a confidence interval for the ratio of two (asymptotically) normal random variables. The latter is an old problem, with a substantial literature. However, our simulation results suggest that existing methods often either give inaccurate coverage probabilities or have a positive probability to produce confidence intervals with infinite length. Motivated by such a problem, we develop a new methodology which we call the Direct Integral Method for Ratios (DIMER), which, unlike the other methods, is based directly on the distributi

SUBMITTER: Wang Y 

PROVIDER: S-EPMC4575252 | biostudies-literature | 2015 Sep

REPOSITORIES: biostudies-literature