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, 10:55, 17 June 2010
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| == A Simple Genetic Association Study == | | == A Simple Genetic Association Study == |
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− | In this example, we will use [http://www.r-project.org/ R] to carry a simple power calculation for a genetic association study. We will assume that you are interested in a quantitative trait and that you have phenotyped and genptyped ''N'' randomly sampled individuals. Further, we will assume that you are using signficance level <math>alpha</math> for your analyses (typically, <math>alpha = 0.05 / M</math> where ''M'' the number of independent markers examined) and ''H2'' is the variance explained by additive effects at the marker of interest. | + | In this example, we will use [http://www.r-project.org/ R] to carry a simple power calculation for a genetic association study. We will assume that you are interested in a quantitative trait and that you have phenotyped and genptyped ''N'' randomly sampled individuals. Further, we will assume that you are using signficance level <math>alpha</math> for your analyses (typically, <math>alpha = 0.05 / M</math> where ''M'' the number of independent markers examined) and ''H2'' is the variance explained by additive effects at the marker of interest under an additive model. |
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| + | Thus, we are assuming that you will ultimately analyze your data with a linear model such as <math>E(Y_i) = \mu + \beta_G * G_i</math>, with <math>E(Y_i)</math> denoting the expected phenotypic value for each individual, <math>\mu</math> denotine an overall mean, <math>\beta_G<\math> denoting the estimated per genotype effect, and <math>G_i<\math> denoting the observed genotype for each individual (coded as 0, 1 or 2 according to the number of copies of the rare alelele). |
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| In this setting, a simple power calculation might look like: | | In this setting, a simple power calculation might look like: |