Robust Methods for Disease-Genotype Association in Genetic Association Studies: Calculate P-values Using Exact Conditional Enumeration instead of Asymptotic Approximations
Mette Langaas, {\O}yvind Bakke

TL;DR
This paper demonstrates that exact conditional enumeration provides a more accurate and computationally efficient method for calculating p-values in genetic association studies, outperforming traditional asymptotic approximations especially at stringent significance levels.
Contribution
It introduces the use of exact conditional enumeration for p-value calculation in genetic studies and compares its performance to asymptotic methods, recommending its adoption.
Findings
Exact enumeration approaches are more accurate than asymptotic approximations at low significance levels.
Maximum over a range of trend tests and constrained likelihood ratio tests are most powerful.
Asymptotic p-values can significantly exceed nominal levels, risking false positives.
Abstract
In genetic association studies, detecting disease-genotype associations is a primary goal. For most diseases, the underlying genetic model is unknown, and we study seven robust test statistics for monotone association. For a given test statistic, there are many ways to calculate a p-value, but in genetic association studies, calculations have predominantly been based on asymptotic approximations or on simulated permutations. We show that when the number of permutations tends to infinity, the permutation p-value approaches the exact conditional enumeration p-value, and further that calculating the latter p-value is much more efficient than performing simulated permutations. We then answer two research questions. (i) Which of the test statistics under study are the most powerful for monotone genetic models? (ii) Based on test size, power, and computational considerations, should…
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