Created
August 19, 2020 13:20
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compare_af.r
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# simulation | |
n <- 10000 | |
a <- rbinom(n, 2, 0.5) | |
b <- rbinom(n, 2, 0.49) | |
# perform fisher's exact test to obtain odds ratio for two allele frequencies being different | |
cont <- matrix( | |
c(sum(a==0) * 2 + sum(a==1), sum(a==2) * 2 + sum(a==1), sum(b==0) * 2 + sum(b==1), sum(b==2) * 2 + sum(b==1)), 2, 2) | |
fisher.test(cont) | |
# can do this approximately with just allele frequency and sample size | |
# make sure that the effect allele is the same for the two populations | |
compare_af <- function(eaf_pop1, eaf_pop2, n_pop1, n_pop2) | |
{ | |
contingency <- matrix( | |
c(2 * eaf_pop1 * n_pop1, 2 * (1-eaf_pop1) * n_pop1, 2 * eaf_pop2 * n_pop2, 2 * (1-eaf_pop2) * n_pop2), 2, 2) | |
x <- fisher.test(contingency) | |
return(x) | |
} | |
# example | |
compare_af(0.2, 0.19, 10000, 10000) | |
# get the odds ratio using | |
x <- compare_af(0.2, 0.19, 10000, 10000) | |
x$estimate | |
# probably best to use the log odds ratio for any further analysis as it is symmetrical | |
log(x$estimate) |
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