Need help with FST calculation (not homework)

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The discussion centers on the FST estimator, a genetic measure used to assess the differences between populations. The original FST formula by Wright has been largely replaced by the Cockerham and Weir estimate from 1984, which addresses previous flaws. The original study by Weir and Cockerham is not publicly accessible, making it difficult for some to find the specific formula. Recent research utilizing extensive SNP data has generated FST distance tables for various populations, including European and East Asian groups. The conversation also touches on the availability of FST modules in software like BioPerl and seeks information on algorithms derived from the Weir and Cockerham work.
argiedude
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Hi, to all. The FST estimator can tell how different 2 populations are, genetically. The normal FST formula was introduced by Wright and can be found very easily, for example, in wikipedia. But it had some flaws, so it's use has now been completely replaced by the FST estimate introduced by Cockerham and Weir (1984). I've tried very hard to find this formula, but I can't.

This is the original study (it's not public access):

B. S. Weir and C. C. Cockerham.
Estimating f-statistics for the analysis of population structure
Evolution, 38:1358-1370, 1984

Recent studies, using 100,000's of mutations in the human dna (SNPs), have produced tables of FST distances between several populations. So far this has been done for several European populations (Heath, 2008), and just a few weeks ago a new study came out which included an FST comparison between 20 East Asian populations.

It's all extremely interesting. Here's a graph I made of the genetic distances from the Heath study:

FST-autosomalEuropeHeath2008.gif


Can you help?
 
Biology news on Phys.org
https://en.wikipedia.org/wiki/Fixation_index FST modules are freely available in BioPerl for example.
Someone else may know precisely which algorithms (and in what software packages) are derived from Weir and Cockerham.
 
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