a<p>logistic regression model with 1 df test for the correct genetic model.</p>b<p>logistic regression model with 4 df test by coding genotypes as factors.</p><p>The disease prevalence is assumed 0.02. The significance level is set as 0.01.</p
<p>The distribution of the log<sub>10</sub> odds ratio (log<sub>10</sub>OR) is depicted for prevalen...
<p><b>Copyright information:</b></p><p>Taken from "Susceptibility scoring in family-based associatio...
<p>True positive rate as a function of false positive rate in simulations with all forty replicate d...
<p>Percentage of disease variants with prediction scores at the 1% false positive rate threshold in ...
<p>In column 2, D, A, and R represent dominant, additive, and recessive genetic models (GM), respect...
<p><b>Copyright information:</b></p><p>Taken from "Dissecting trait heterogeneity: a comparison of t...
<p>The number of significant interactions observed is less than one might expect by chance.</p><p>P ...
<p>DSL denotes the number of disease susceptibility markers. Machine learning test is based on ensem...
The bias in estimates of(βAge) (A),(βSex) (B), βε4 (C), βG (D), and βG×ε4 (E) obtained using the usu...
To detect gene-environment interactions, a logistic regression model is typically fitted to a set of...
a<p>Logistic regression model, adjusted by gender, age, smoke and drink.</p>b<p>– denotes any haplot...
The bias in estimates of(βAge) (A), (βSex) (B), βε4 (C), βG (D), and βG×ε4 (E) obtained using the us...
<p>Average type 1 error rates of the statistic for testing interaction between two genes with margin...
<p>Shown is the true positive rate as a function of false positive rate for correct identification o...
<p>Average type 1 error rates of the statistic for testing interaction between two genes with margin...
<p>The distribution of the log<sub>10</sub> odds ratio (log<sub>10</sub>OR) is depicted for prevalen...
<p><b>Copyright information:</b></p><p>Taken from "Susceptibility scoring in family-based associatio...
<p>True positive rate as a function of false positive rate in simulations with all forty replicate d...
<p>Percentage of disease variants with prediction scores at the 1% false positive rate threshold in ...
<p>In column 2, D, A, and R represent dominant, additive, and recessive genetic models (GM), respect...
<p><b>Copyright information:</b></p><p>Taken from "Dissecting trait heterogeneity: a comparison of t...
<p>The number of significant interactions observed is less than one might expect by chance.</p><p>P ...
<p>DSL denotes the number of disease susceptibility markers. Machine learning test is based on ensem...
The bias in estimates of(βAge) (A),(βSex) (B), βε4 (C), βG (D), and βG×ε4 (E) obtained using the usu...
To detect gene-environment interactions, a logistic regression model is typically fitted to a set of...
a<p>Logistic regression model, adjusted by gender, age, smoke and drink.</p>b<p>– denotes any haplot...
The bias in estimates of(βAge) (A), (βSex) (B), βε4 (C), βG (D), and βG×ε4 (E) obtained using the us...
<p>Average type 1 error rates of the statistic for testing interaction between two genes with margin...
<p>Shown is the true positive rate as a function of false positive rate for correct identification o...
<p>Average type 1 error rates of the statistic for testing interaction between two genes with margin...
<p>The distribution of the log<sub>10</sub> odds ratio (log<sub>10</sub>OR) is depicted for prevalen...
<p><b>Copyright information:</b></p><p>Taken from "Susceptibility scoring in family-based associatio...
<p>True positive rate as a function of false positive rate in simulations with all forty replicate d...