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A simple formula for the calculation of sample size in pilot studies
by
Smits, Luc
, Serroyen, Jan
, Kotz, Daniel
, Crutzen, Rik
, Viechtbauer, Wolfgang
, Spigt, Mark
, Budé, Luc
in
Epidemiology
/ Humans
/ Internal Medicine
/ Mathematical Concepts
/ Methods
/ Pilot Projects
/ Pilot study
/ Problem detection
/ Rule of three
/ Sample Size
/ Unforeseen problems
2015
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A simple formula for the calculation of sample size in pilot studies
by
Smits, Luc
, Serroyen, Jan
, Kotz, Daniel
, Crutzen, Rik
, Viechtbauer, Wolfgang
, Spigt, Mark
, Budé, Luc
in
Epidemiology
/ Humans
/ Internal Medicine
/ Mathematical Concepts
/ Methods
/ Pilot Projects
/ Pilot study
/ Problem detection
/ Rule of three
/ Sample Size
/ Unforeseen problems
2015
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Do you wish to request the book?
A simple formula for the calculation of sample size in pilot studies
by
Smits, Luc
, Serroyen, Jan
, Kotz, Daniel
, Crutzen, Rik
, Viechtbauer, Wolfgang
, Spigt, Mark
, Budé, Luc
in
Epidemiology
/ Humans
/ Internal Medicine
/ Mathematical Concepts
/ Methods
/ Pilot Projects
/ Pilot study
/ Problem detection
/ Rule of three
/ Sample Size
/ Unforeseen problems
2015
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A simple formula for the calculation of sample size in pilot studies
Journal Article
A simple formula for the calculation of sample size in pilot studies
2015
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Overview
One of the goals of a pilot study is to identify unforeseen problems, such as ambiguous inclusion or exclusion criteria or misinterpretations of questionnaire items. Although sample size calculation methods for pilot studies have been proposed, none of them are directed at the goal of problem detection. In this article, we present a simple formula to calculate the sample size needed to be able to identify, with a chosen level of confidence, problems that may arise with a given probability. If a problem exists with 5% probability in a potential study participant, the problem will almost certainly be identified (with 95% confidence) in a pilot study including 59 participants.
Publisher
Elsevier Inc,Elsevier Limited
Subject
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