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Detection and replication of linkage to a complex human disease
1Genetics Research Branch, National Institute of Mental Health, National Institutes of Health, Rockville, Maryland 20857, USA.
Genetic Epidemiology
|January 1, 1997
Summary
The extreme discordant sib pair (EDSP) strategy enhances replication of complex disease genetic loci. This method improves linkage evidence by selectively sampling families with extreme trait values, aiding genetic analysis.
Area of Science:
- Genetics
- Statistical Genetics
- Human Disease Genetics
Background:
- Mapping susceptibility loci for complex human diseases often yields weak, unreproducible linkage evidence.
- The extreme discordant sib pair (EDSP) strategy offers a potential solution by sampling families with extreme trait values for replication studies.
Purpose of the Study:
- To evaluate the effectiveness of EDSP sampling variants in improving linkage evidence for complex diseases.
- To assess the impact of different quantitative trait cutoffs on the success of EDSP-based replication studies.
Main Methods:
- Joint segregation and linkage analysis of four bivariate phenotypes (affection status and a quantitative trait).
- Genomic scan of the GAW10 Problem 2B data set.
- Selection of EDSP families based on quantitative trait (Q2) values at 1%, 2%, 5%, 10%, and 20% cutoffs.
Main Results:
- Suggestive linkage evidence for affection status/Q2 to marker D8G26 (lod = 1.63).
- Highly significant linkage evidence (lod > 4) using 1% or 2% Q2 cutoffs, requiring screening of over 1,000 families.
- Significant linkage evidence (lod = 3.24) using a 5% Q2 cutoff, requiring screening of approximately 300 families.
- Only suggestive linkage evidence (lod = 1.65) in non-EDSP families.
Conclusions:
- EDSP sampling variants can facilitate convincing replications of genetic findings for complex diseases.
- The effectiveness of EDSP strategy is dependent on the stringency of the trait cutoff used for family selection.
- This approach enables the detection of linkage signals that might otherwise be unobtainable.