Description Usage Arguments Details Value Author(s) References See Also Examples
Power calculation for eQTL analysis that tests if a SNP is associated to a gene probe by using simple linear regression.
1 2 3 4 5 6 7 8 | powerEQTL.SLR(
MAF,
typeI = 0.05,
nTests = 2e+05,
slope = 0.13,
myntotal = 200,
mystddev = 0.13,
verbose = TRUE)
|
MAF |
Minor allele frequency. |
typeI |
Type I error rate for testing if a SNP is associated to a gene probe. |
nTests |
integer. Number of tests in eQTL analysis. |
slope |
Slope beta_1 of the simple linear regression y_i = beta_0 + beta_1 * x_i + epsilon_i, where y_i is the gene expression level of the i-th subject, x_i is the genotype of the i-th subject, and epsilon_i is the random error term. Additive coding for genotype is used. |
myntotal |
integer. Number of subjects. |
mystddev |
Standard deviation of the random error term epsilon in simple linear regression. |
verbose |
logic. indicating if intermediate results should be output. |
To test if a SNP is associated with a gene probe, we use the simple linear regression
y_i = beta_0 + beta_1 * x_i + epsilon_i,
where y_i is the gene expression level of the i-th subject, x_i is the genotype of the i-th subject, and ε_i is the random error term. Additive coding for genotype is used. To test if the SNP is associated with the gene probe, we test the null hypothesis H_0: beta_1 = 0.
Denote p as the minor allele frequency (MAF) of the SNP. Under Hardy-Weinberg equilibrium, we can calculate the variance of genotype of the SNP: sigma^2_x = 2 * p * (1 - p), where sigma^2_x is the variance of the predictor (i.e. the SNP) x_i.
We then can use Dupont and Plummer's (1998) power/sample size calculation formula to calculate the minimum detectable slope, adjusting for multiple testing.
power of the test after Bonferroni correction for multiple testing.
Xianjun Dong <XDONG@rics.bwh.harvard.edu>, Tzuu-Wang Chang <Chang.Tzuu-Wang@mgh.harvard.edu>, Scott T. Weiss <restw@channing.harvard.edu>, Weiliang Qiu <stwxq@channing.harvard.edu>
Dupont, W.D. and Plummer, W.D.. Power and Sample Size Calculations for Studies Involving Linear Regression. Controlled Clinical Trials. 1998;19:589-601.
1 2 3 4 5 6 7 8 | powerEQTL.SLR(
MAF = 0.1,
typeI = 0.05,
nTests = 2e+05,
slope = 0.13,
myntotal = 176,
mystddev = 0.13,
verbose = TRUE)
|
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