Download Crossover designs : testing, estimation, and sample size by Kung-Jong Lui PDF

By Kung-Jong Lui

A finished and functional source for analyses of crossover designs For moral purposes, it can be crucial to maintain the variety of sufferers in a medical trial as little as attainable. As evidenced through wide examine guides, crossover layout could be a precious and strong instrument to lessen the variety of sufferers wanted for a parallel team layout in learning remedies for non-curable continual ailments. This book Read more...


A complete and useful source for analyses of crossover designs For moral purposes, it can be crucial to maintain the variety of sufferers in a medical trial as little as possible. Read more...

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However, we can use the trial-and-error procedure to find an approximate minimum required sample size by searching for the smallest positive integer n such that ψ φ∗BA ≥ 1 − β. 27) are accurate. 82 such that log φl = − log φu ) are away from 1, or the underlying φ∗BA 1) of interest is chosen to be in the neighborhood of 1, the resulting approximate minimum required number n of patients may not be large enough to assure these approximations to be good. 28)) tends AB/BA DESIGN IN DICHOTOMOUS DATA 45 to underestimate the minimum required number of patients per group.

Note that all these resulting interval estimates cover 1. 05 level. Finally, if we wish to find out whether both the treatment and period effects are 0, then we can test H0 ηBA = γ = 0 versus Ha ηBA 0 or γ 0. 3). Note that when g g g ηBA = γ = 0, p2 = 1/2 for both g. 12). We will reject H0 ηBA = γ = 0 at the α-level if 1 1 n01 − n10 2 1 2 2 2 ndis + n01 − n10 2 ndis > χ 2α 2 3 38 Note the above test statistic is actually the sum of two McNemar’s tests. On the other g g hand, if n10 or n01 is small for either group g, we may apply the following exact test procedure.

05 level, though the patient response at period 2 is likely larger than that at period 1. Note that one can also apply PROC GLIMMIX in the SAS software (SAS Institute, 2009) to analyze the data for a crossover design when patient effects are treated as random. 2. data step1; ls = 80; input patient treatment period resp group; cards; 1 1 1 370 1 1 2 2 385 1 2 1 1 310 1 2 2 2 400 1 ... 15 2 1 330 2 15 1 2 365 2 ;;;; proc glimmix data = step1; class patient period treatment group; model resp = period treatment/solution dist = normal link = id; random intercept/subject = patient; AB/BA DESIGN IN CONTINUOUS DATA 27 estimate "treatment effect" treatment -1 1; estimate "period effect" period -1 1; run; Because the outputs for using PROC GLIMMIX are essentially identical to those for using PROC MIXED, we do not include these results.

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