For GWAS analysis, why it lacks power for SNPs with low MAF (e.g. <5%)? What's the statistics behind?
For GWAS analysis, why it lacks power for SNPs with low MAF (e.g. <5%)? What's the statistics behind?
The main reason why a low MAF might lead to a lack of power in statistic analysis is basically the number of samples required for you to get adequate observation.
For example, if the SNP has MAF of 0.001, then it means that you will need at least 1000 samples to observe it 1 time. And in order to calculate the association, you can imagine that you will need a reasonable amount of SNPs to be observed before you can perform association. So if you need 100 observation of the SNPs, then you will need 100,000 samples. Think you can also read this paper: http://www.ncbi.nlm.nih.gov/pmc/articles/PMC3480678/
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