A mixture distribution approach for assessing genetic impact from twin study

📅 2025-07-17
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🤖 AI Summary
In twin studies, conventional methods struggle to accurately estimate heritability of immune traits when the within-pair birth order of twins is unknown. To address this, we propose a joint-likelihood-based mixture binary distribution model that directly models unordered monozygotic and dizygotic twin pairs, thereby circumventing arbitrary ordering assumptions and avoiding information loss. By constructing an identifiable joint likelihood function, our approach achieves √n-consistent estimation, markedly improving convergence speed and statistical efficiency. This method overcomes key limitations of classical mixture models—namely, slow convergence and nonidentifiability—when applied to unordered paired data, while delivering high estimation accuracy and robustness. The resulting framework provides a general, reliable, and computationally efficient statistical methodology for heritability inference of complex phenotypes such as immune traits, and is readily extendable to other settings involving unordered paired data.

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📝 Abstract
This work was motivated by a twin study with the goal of assessing the genetic control of immune traits. We propose a mixture bivariate distribution to model twin data where the underlying order within a pair is unclear. Though estimation from mixture distribution is usually subject to low convergence rate, the combined likelihood, which is constructed over monozygotic and dizygotic twins combined, reaches root-n consistency and allows effective statistical inference on the genetic impact. The method is applicable to general unordered pairs.
Problem

Research questions and friction points this paper is trying to address.

Assessing genetic control of immune traits in twins
Modeling twin data with unclear pair order using mixtures
Improving convergence in genetic impact estimation for pairs
Innovation

Methods, ideas, or system contributions that make the work stand out.

Mixture bivariate distribution models twin data
Combined likelihood ensures root-n consistency
Applicable to general unordered pairs
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