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Hi Christopher thanks a lot, could you recommend the correct way of doing this? I have generated the following output with plink -bfile <infile.bed> --r2 inter-chr gz dprime yes-really
CHR_A BP_A SNP_A CHR_B BP_B SNP_B R2 DP
22 16050408 rs149201999 22 16050612 rs146752890 0.618693 0.851012
22 16050408 rs149201999 22 16050678 rs139377059 0.904168 0.974616
22 16050408 rs149201999 22 16051107 rs6518357 0.88394 0.951471
22 16050408 rs149201999 22 16051480 rs79725552 0.88394 0.951471
22 16050408 rs149201999 22 16051882 rs2843213 0.859901 0.927308
22 16050408 rs149201999 22 16052250 rs4965019 0.358184 0.762941
22 16050408 rs149201999 22 16052656 rs2843217 0.835935 0.925512
22 16050408 rs149201999 22 16052838 rs2105538 0.88394 0.951471
...Let's say I'm interested in a r^2 > 0.5 threshold, would it be correct to just convert the above file to bed and do a "bedtools merge" for all the intervals passing the R2 > 0.5 threshold?
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Hi Christopher, thanks for this. How would you suggest using -blocks with relaxed D' confidence intervals, in order to approximate an r^2 on the order of 0.5 minimum?The Gabriel et al paper defines a pair of SNPs to be in "strong LD" when the one-sided uper 95% confidence bound on D' is > 0.98. Strong evidence for recombination is defined for the same confidence bound at < 0.9. Would a --blocks-strong-highci 0.92 result in larger blocks, containing SNPs in "weak" LD?