Abstract: Epidemiological studies commonly test multiple null hypotheses. In some situations it may be appropriate to account for multiplicity using statistical methodology rather than simply interpreting results with greater caution as the number of comparisons increases. Given the one-to-one relationship that exists between confidence intervals and hypothesis tests, we derive a method based upon the Hochberg step-up procedure to obtain multiplicity corrected confidence intervals (CI) for odds ratios (OR) and by analogy for other relative effect estimates. In contrast to previously published methods that explicitly assume knowledge of P values, this method only requires that relative effect estimates and corresponding CI be known for each ...
The use of confidence intervals has become standard in the presentation of statistical results in me...
For comparison of proportions, there are three commonly used measurements: the difference, the relat...
Null hypothesis statistical testing (NHST) has been debated extensively but always successfully defe...
The relative risk and odds ratio are widely used in many fields, including biomedical research, to c...
Medical studies often involve a comparison between two outcomes, each collected from a sample. The p...
Many studies draw inferences about multiple endpoints but ignore the statistical implications of mul...
<p>Unadjusted odds ratios (95% confidence intervals) quantifying the bivariable relationships betwee...
Kaufman et al. compute the 'excess risk' of a disease in the presence of an exposure as the product ...
We investigate the procedure of checking for overlap between confidence intervals or standard error ...
Odds ratios and risk ratios are useful measures of effect size in 2-group studies in which the respo...
In studies where the response variable is measured on a ratio scale, a ratio of means or medians pro...
A common problem in statistical medical analyses is the identification of risk factors associated wi...
From a public health perspective, measures of the strength of association between exposure to a susp...
We compare four methods of computing confidence intervals for a proportion. These four methods are •...
Null hypothesis statistical testing (NHST) has been debated extensively but always successfully defe...
The use of confidence intervals has become standard in the presentation of statistical results in me...
For comparison of proportions, there are three commonly used measurements: the difference, the relat...
Null hypothesis statistical testing (NHST) has been debated extensively but always successfully defe...
The relative risk and odds ratio are widely used in many fields, including biomedical research, to c...
Medical studies often involve a comparison between two outcomes, each collected from a sample. The p...
Many studies draw inferences about multiple endpoints but ignore the statistical implications of mul...
<p>Unadjusted odds ratios (95% confidence intervals) quantifying the bivariable relationships betwee...
Kaufman et al. compute the 'excess risk' of a disease in the presence of an exposure as the product ...
We investigate the procedure of checking for overlap between confidence intervals or standard error ...
Odds ratios and risk ratios are useful measures of effect size in 2-group studies in which the respo...
In studies where the response variable is measured on a ratio scale, a ratio of means or medians pro...
A common problem in statistical medical analyses is the identification of risk factors associated wi...
From a public health perspective, measures of the strength of association between exposure to a susp...
We compare four methods of computing confidence intervals for a proportion. These four methods are •...
Null hypothesis statistical testing (NHST) has been debated extensively but always successfully defe...
The use of confidence intervals has become standard in the presentation of statistical results in me...
For comparison of proportions, there are three commonly used measurements: the difference, the relat...
Null hypothesis statistical testing (NHST) has been debated extensively but always successfully defe...