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April 1, 2015 10:24
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Estimating variance explained by CpGs from p-values
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# Sample size of PAPA replication | |
n <- 149 | |
# Pvals from first 14 CpGs in PAPA replication | |
pval <- c(9.6e-6, 7.2e-5, 2.8e-6, 3.7e-5, 4.8e-4, 6.2e-3, 4.6e-6, 1.3e-2, 2.6e-3, 3.8e-4, 3.2e-5, 9.0e-4, 8.8e-5, 8.3e-5) | |
# Estimate F statistics | |
qval <- qf(pval, 1, n-1, low=F) | |
# Estimate proportion of variance explained by each CpG | |
# Fval = (var_explained / k - 1) / (var_unexplained / n - k - 1) | |
pvar <- qval / (n - 3) | |
# Proportion of variance explained by all CpGs | |
sum(pvar) | |
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