The red line indicates the observed number of signals with a certain distance (in months) from the pregnancy. The black dashed line indicates the expectation at chance level. The dotted line indicates the upper 95% limit at chance level. Fig 3 shows results of the sensitivity-prevalence analysis for two choices of L and one of F, W and D, respectively for all S-variants of the source signal. A wide range of prevalence values is observed reflecting the differences in the number of source signals per variant. For L1 most variants imply a sensitivity above the expectation at chance level and even above the 95% limit at chance level. We reach maximally an increase in sensitivity about 20 percentage points compared to the expectation at chance l...
The position of the major QTL peak for 3-day-old F1 females, 21-day-old F1 females, and the combined...
<p>Black lines show CIs for <i>cis</i>-eQTL while blue lines show CIs for <i>trans</i>-eQTL.</p
<p>Note: The following decision strategy was applied for each analysis of subject's maximum and mean...
The small circles indicate the expected sensitivity at chance level, and the small vertical lines th...
Each small dot corresponds to a sensitivity/prevalence pair observed for one combination of the vari...
<p>Box plot of the distance between any associated SNP and causal variant it is in highest LD with, ...
<div><p>(A) The lines plot the cumulative probability that a site had a peak detection information v...
<p>Included are 13 variants and odds ratios with confidence intervals for the population in which as...
Information provided here was used to develop Fig 5. (*) Asterisk indicates reference level used for...
<p>Shown are beta-estimates and 95% confidence intervals for the seven identified SNPs (also stating...
<p>Mean levels (and standard errors) of observed maternal sensitivity as a function of child risk at...
<div><p>(Red lines: inter-SNP distance = 12kb; green lines: inter-SNP distance = 120kb; blue lines: ...
‡<p>Per 10<sup>5</sup> population. The prevalence of MS in each region is from data provided in Refe...
<p>LR+, predicted positive likelihood ratio. The LR+ = 328.33 derived from the equation (sensitivity...
<p>A) Distribution of variants exhibiting strong LD (<i>r</i><sup>2</sup> > 0.8) with two endometrio...
The position of the major QTL peak for 3-day-old F1 females, 21-day-old F1 females, and the combined...
<p>Black lines show CIs for <i>cis</i>-eQTL while blue lines show CIs for <i>trans</i>-eQTL.</p
<p>Note: The following decision strategy was applied for each analysis of subject's maximum and mean...
The small circles indicate the expected sensitivity at chance level, and the small vertical lines th...
Each small dot corresponds to a sensitivity/prevalence pair observed for one combination of the vari...
<p>Box plot of the distance between any associated SNP and causal variant it is in highest LD with, ...
<div><p>(A) The lines plot the cumulative probability that a site had a peak detection information v...
<p>Included are 13 variants and odds ratios with confidence intervals for the population in which as...
Information provided here was used to develop Fig 5. (*) Asterisk indicates reference level used for...
<p>Shown are beta-estimates and 95% confidence intervals for the seven identified SNPs (also stating...
<p>Mean levels (and standard errors) of observed maternal sensitivity as a function of child risk at...
<div><p>(Red lines: inter-SNP distance = 12kb; green lines: inter-SNP distance = 120kb; blue lines: ...
‡<p>Per 10<sup>5</sup> population. The prevalence of MS in each region is from data provided in Refe...
<p>LR+, predicted positive likelihood ratio. The LR+ = 328.33 derived from the equation (sensitivity...
<p>A) Distribution of variants exhibiting strong LD (<i>r</i><sup>2</sup> > 0.8) with two endometrio...
The position of the major QTL peak for 3-day-old F1 females, 21-day-old F1 females, and the combined...
<p>Black lines show CIs for <i>cis</i>-eQTL while blue lines show CIs for <i>trans</i>-eQTL.</p
<p>Note: The following decision strategy was applied for each analysis of subject's maximum and mean...