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. 2016 Nov 25;41(2):108–121. doi: 10.1002/gepi.22024

Table 1.

Application to DCCT/EDIC genetics study: Regression analysis and gene‐based analysis results for association of the HDL trait with 10 SNPS in the CETP gene

Regression Analysis Results
Joint Analysis Marginal Analysis
SNP rs ID bp Position Cluster Allocation MAF Beta P‐Value LC‐B per Cluster Wald per Cluster Beta P‐Value
SNP1 rs17245715 56961078 1 0.082 –0.040 0.075 0.17 5.56 0.006 0.709
SNP8 rs12720898 56977331 1 0.068 0.048 0.058 (P = 0.682) (P = 0.135) 0.037 0.043
SNP10 rs1801706 56983750 1 0.166 –0.018 0.556 0.014 0.262
SNP3 rs708273 56966037 2 0.299 0.001 0.985 0.372 0.482 –0.012 0.230
SNP6 rs289717 56975476 2 0.347 –0.011 0.497 (P = 0.542) (P = 0.786) –0.012 0.206
SNP4 rs12720922 56966973 3 0.173 –0.063 0.001 10.5 12.6 –0.080 4.33 × 10−11
SNP5 rs11076176 56973534 3 0.193 –0.008 0.767 (P = 0.001) (P=5.00 × 10−8) –0.067 5.34 × 10−9
SNP7 rs736274 56975857 4 0.109 0.011 0.690 0.789 0.813 0.045 0.002
SNP9 rs5882 56982180 4 0.304 0.003 0.893 (P = 0.374) (P = 0.666) 0.032 0.001
SNP2 rs3816117 56962246 5 0.469 0.035 0.173 1.86 1.86 0.055 1.45 × 10−9
(P = 0.172) (P = 0.172)
Gene‐Based Analysis Results
Joint Analysis Marginal Analysis
Walda MLC‐B MLC‐Z MinP‐J PC80 LC‐B LC‐Z SSB SSBw SKAT SKAT‐O MinP‐M
Stat 71.6 62.5 60.9 10.76 60.4 32.7 32.5 0.019 146.45 45.46
df 10 5 5 4 1 1
P 2.18 × 10−11 3.69 × 10−12 7.96 × 10−12 0.009 2.39 × 10−12 1.09 × 10−8 1.17 × 10−8 1.98 × 10−9 2.83 × 10−12 5.402 × 10−11 2.16 × 10−10 1.40 × 10−10
a

List of test statistics: Wald: generalized Wald test (10 df); MLC‐B: MLC test using beta coefficients; MLC‐Z: MLC test using Z statistics; LC‐B: linear combination test using beta coefficients; LC‐Z: linear combination test using Z statistics; MinP‐J: minimum P‐value test based on joint regression analysis; MinP‐M: minimum P‐value test based on marginal regression analysis; PC80: global test based on regression using the minimum number of principal components capturing 80% of variance (Gauderman et al., 2007); SSB: sum of squared marginal beta coefficients (Pan, 2009); SSBw: Sum of squared marginal beta coefficients with inverse variance weights (Pan, 2009); SKAT: SKAT for common variants with weights obtained from Beta(0.5,0.5) density function (Ionita‐Laza et al., 2013); SKAT‐O: Linear combination of SKAT and burden test with optimized mixing proportion (Lee et al., 2012).