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http://hdl.handle.net/10353/399
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| Title: | Maximization of power in randomized clinical trials using the minimization treatment allocation technique |
| Authors: | Marange, Chioneso Show |
| Keywords: | Randomization Clinical trials Minimization Treatment Allocation Technique Power Logistic |
| Issue Date: | 2009 |
| Publisher: | University of Fort Hare |
| Abstract: | ABSTRACT
Background: Generally the primary goal of randomized clinical trials (RCT) is to make
comparisons among two or more treatments hence clinical investigators require the most
appropriate treatment allocation procedure to yield reliable results regardless of whether the
ultimate data suggest a clinically important difference between the treatments being studied.
Although recommended by many researchers, the utilization of minimization has been seldom
reported in randomized trials mainly because of the controversy surrounding the statistical
efficiency in detecting treatment effect and its complexity in implementation. Methods: A SAS
simulation code was designed for allocating patients into two different treatment groups.
Categorical prognostic factors were used together with multi-level response variables and
demonstration of how simulation of data can help to determine the power of the minimization
technique was carried out using ordinal logistic regression models. Results: Several scenarios
were simulated in this study. Within the selected scenarios, increasing the sample size
significantly increased the power of detecting the treatment effect. This was contrary to the case
when the probability of allocation was decreased. Power did not change when the probability of
allocation given that the treatment groups are balanced was increased. The probability of
allocation { } k P was seen to be the only one with a significant effect on treatment balance.
Conclusion: Maximum power can be achieved with a sample of size 300 although a small
sample of size 200 can be adequate to attain at least 80% power. In order to have maximum
power, the probability of allocation should be fixed at 0.75 and set to 0.5 if the treatment groups
are equally balanced. |
| Description: | Thesis (M.Sc.) (Statistics)--University of Fort Hare, 2009 |
| URI: | http://hdl.handle.net/10353/399 |
| Library of Congress Subject Headings: | Clinical trials--Statistical methods Statistical hypothesis testing Regression analysis Estimation theory |
| Appears in Collections: | Theses and Dissertations (Statistics)
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