Class | Analysis and data manipulation command |
Name | schaid |
Arguments | <binary trait> <marker> [<allele>] |
Performs the Schaid and Sommer [1993] genotypic risk ratio test for familial association under the assumption of Hardy-Weinberg equilibrium, as well as the "Conditional on Parental Genotypes" version that is equivalent to the genotypic TDT. Only one allele (defaulting to the commonest) is tested versus all others, and two penetrance ratios (GRR2=f2/f0 and GRR1=f1/f0) are estimated, along with the LR chi-square test that GRR2=GRR1=1.
Example:
>> schaid blue rs11855019 -------------------------------------------------- Schaid & Sommer analysis of trait "blue" -------------------------------------------------- Versus allele T of marker rs11855019 ------------------------------------------------------------ Mating Total Expected T/T T/C C/C ------------------------------------------------------------ T/T x T/T 462 471.9 462 x x T/T x T/C 204 185.1 147 57 x T/T x C/C 3 9.1 x 3 x T/C x T/C 16 18.1 9 5 2 T/C x C/C 1 1.8 x 1 0 C/C x C/C 0 0.2 x x 0 ------------------------------------------------------------ Freq of T allele = 0.872 N affected children = 686 HWE Chi-square (2 df)= 50.93 (P=0.000) Genotypic RR1 (f1) = 2.41 (95%CI= 0.59 to 9.94) Genotypic RR2 (f2) = 6.60 (95%CI= 1.59 to 27.43) Attributable risk = 0.82 CPG Chi-sq (2 df) = 48.34 (P=0.000) Genotypic RR1 (f1) = 1.87 (95%CI= 0.42 to 8.46) Genotypic RR2 (f2) = 4.94 (95%CI= 1.09 to 22.26) Attributable risk = 0.76
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