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Composite statistics for QTL mapping with moderately discordant sibling pairs
1Department of Human Genetics, Graduate School of Public Health, University of Pittsburgh, Pittsburgh, PA 15261, USA. forrest@forrest.hgen.pitt.edu.
American Journal of Human Genetics
|April 14, 2000
Summary
Extreme discordant sibling-pair designs are powerful for mapping quantitative trait loci (QTLs). This study shows moderately discordant pairs offer practical power by combining identity-by-descent sharing and trait value statistics.
Area of Science:
- Human genetics
- Statistical genetics
- Genomic research
Background:
- Extreme discordant sibling-pair (EDSP) designs are theoretically powerful for mapping quantitative trait loci (QTLs).
- Practical application of EDSP designs is limited by the need for large populations to find extremely discordant pairs.
- Current QTL mapping methods like Haseman-Elston regression and variance-components analysis use trait values and identity by descent (IBD) information.
Purpose of the Study:
- To demonstrate the power of moderately discordant sibling pairs for QTL mapping.
- To develop a more practical balance between phenotyping and genotyping efforts in genetic studies.
- To propose and validate a composite statistic for enhanced linkage analysis.
Main Methods:
- Developing a new statistical result for analyzing moderately discordant pairs.
- Combining identity by descent (IBD) sharing statistics with trait value given IBD statistics.
- Testing a novel composite statistic using simulation studies and a real-world dataset.
Main Results:
- Moderately discordant pairs provide substantial power for QTL mapping.
- The proposed composite statistic minimally increases power for extremely discordant pairs.
- The composite statistic significantly boosts power for moderately discordant pairs, enhancing practicality.
Conclusions:
- Moderately discordant sibling pairs are a practical alternative for QTL mapping.
- Combining different statistical approaches (IBD sharing and trait values) enhances linkage analysis power.
- The developed composite statistic is computationally feasible with existing software.