Is there a penalty for running interim analyses?

Is there a penalty for running interim analyses?

A statistical penalty must be exacted. This is because if enough interim analyses are conducted, and if the outcome of the trial is on the borderline between ‘significant’ and ‘not significant’, ultimately one of the analyses will result in the magical P = 0.05.

What is interim data?

Scientific information that is studied part way through a medical research project to see whether there are hazards associated with the study or clear benefits from one treatment or another.

What are stopping guidelines?

Stopping guidelines are widely used in long-term clinical trials involving two treatments. These allow planned interim analyses of the accumulating data to be undertaken whilst preserving the type I error rate for the treatment comparison.

When to terminate a study after an interim analysis?

A decision to terminate a study may result when the interim analysis shows no treatment effect and it is unlikely that additional accrual will change the result. Such business decisions are unfortunate from a scientific perspective.

How is an interim analysis performed in a group?

Interim analysis performed as part of a group sequential design, Bayesian study design, and adaptive/flexible study designs are discussed in another chapter.

When do you need to adjust pvalues after an interim analysis?

PLANNED AND UNPLANNED INTERIM ANALYSES There is a need to adjust the nominal Pvalues after the conduct of such planned or unplanned interim analyses because it should not be mollified by the fact that such interim analyses were made on the basis of information external to the clinical trial operations.

Are there any semi-Bayesian approaches to interim analysis?

There are also Bayesian or semi-Bayesian counterparts for each of these frequentist approaches.[5,6,7] Stopping rules for interim analyses based on limited data requires more stringent Pvalues for stopping than later analyses, which can have stopping Pvalues somewhat near to the nominal levels of significance.