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Testing linkage and gene x environment interaction: comparison of different affected sib-pair methods
M H Dizier1, H Selinger-Leneman, E Genin
1INSERM U535, Bâtiment INSERM Gregory Picus, Le Kremlin Bicêtre, France. dizier@kb.inserm.fr
Genetic Epidemiology
|June 19, 2003
Summary
This study compared statistical tests for detecting gene-environment interaction in affected sib-pairs. The predivided sample test (PST) and triangle test statistic (TTS) effectively detect both linkage and gene-environment interaction.
Area of Science:
- Genetic Epidemiology
- Statistical Genetics
- Bioinformatics
Background:
- Gene-environment (G x E) interactions are crucial for understanding complex diseases.
- Identifying G x E interactions requires robust statistical methods to analyze genetic linkage and interaction effects.
Purpose of the Study:
- To compare the power of different statistical tests in detecting linkage and G x E interaction using affected sib-pair data.
- To evaluate methods under various G x E interaction models.
Main Methods:
- Maximum Likelihood Lod-Score (MLS) based on allele sharing.
- Sum of MLS (sMLS) considering exposure status.
- Predivided Sample Test (PST) comparing allele sharing across exposure groups.
- Triangle Test Statistic (TTS) using discordant sib-pairs.
- Mean Interaction Test (MIT) regressing allele sharing on exposure.
Main Results:
- PST and TTS can detect both linkage and G x E interaction.
- PST, sMLS, and MIT may offer greater power for linkage detection than MLS when exposure modifies gene effects.
- TTS can be more powerful than other G x E-aware tests when exposure reverses gene effect direction.
- MLS remains most powerful for linkage detection when G x E effects are not strongly modifying.
Conclusions:
- The PST and TTS are valuable for detecting both genetic linkage and G x E interactions.
- The choice of test depends on the specific G x E model and whether interaction detection or linkage detection is prioritized.
- Understanding G x E interaction models is key to selecting appropriate statistical approaches.