I wrote about how population stratification in genetic analyses led to a decade of false findings and almost certainly continues to bias emerging results. But we are starting to have statistical tools to sniff it out. A 🧵:

Mar 28, 2025 · 9:49 PM UTC

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First, stratification = genetic structure + environmental structure. If two populations have some genetic variation (e.g. due to drift) and differing environmental influences on a trait, that will induce a false/non-causal correlation between genes and the trait.
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When such false correlations are further aggregated into polygenic scores, they can accumulate into very large *apparent* genetic differences between even closely related populations. And these false differences will mirror the environment: environment looking like genes.
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The backstory here is that population stratification led to a decade of thinking that very recent natural selection was acting on height. All shown to be false in co-published analyses in 2019. There's even a good press article on this specific fiasco: quantamagazine.org/new-turmo…
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How common is this? Tan et al. (medrxiv.org/content/10.1101/…) derived an estimator of GWAS confounding by contrasting population and within-family effects; the latter ~immune to pop strat. And the confounding is substantial, >50% for socially stratified traits like income and IQ.
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More recently, Smith et al. (biorxiv.org/content/10.1101/…) proposed an estimator of polygenic score confounding that can be directly attributable to stratification/ancestry. They show that it is present in target data from Europe, other continents, even ancient DNA!
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To get a sense of the magnitude, we can build polygenic scores from the population and family GWAS data from Tan et al. for ADHD: a trait that showed 79% confounding and ~zero heritability -- a nice null. Then compute polygenic score means in different continental populations.
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There are many reasons this leads to biased estimates, w/ multiple papers warning against it. And by comparing the population vs. family-based estimates, we can see that the biases are massive: significant differences that flip around arbitrarily for this ~0 heritability trait.
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Large biases are also observed for heritable traits. When we play the same game for IQ GWAS, we see significantly different estimates for population vs. family-based weights, with African populations exhibiting a 1SD higher than average mean for the latter.
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And all of the results are highly sensitive to parameter choice. An unscrupulous researcher could spin out all sorts of evo psych theories from these results -- maybe hot climates improve brain development! In reality, this is just a bundle of bias, stratification, and noise.
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This problem is not restricted to global populations. One popular approach is to correlate the education polygenic score with number of offspring, as a measure of extremely recent natural selection. But this too is highly susceptible to stratification biases.
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Indeed, when family-based statistics are used to estimate genetic correlation, with better control for stratification, the relationship is null or even reversed! Having more children is genetically correlated with higher IQ (green):
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Yet another genetic finding that's been hanging around for ten years -- even leading to fringe concerns about "dysgenic fertility" -- but appears to be substantially or even entirely due to stratification.
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And this may keep happening. Another recent study of polygenic score/offspring correlations made a big splash finding the most significant association with ADHD. What a coincidence that ADHD is the most confounded and least heritable trait in family-based analyses.
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Sort replies: Relevant Recent Liked
Replying to @SashaGusevPosts
Great thread, all should read. A bit technical, but with broad societal implications, and illustrative of a VERY common error in statistics generally.
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Replying to @SashaGusevPosts
For the non experts could you speak on the reliability of twin studies?
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It's a complex question :) I've written about twin studies here: theinfinitesimal.substack.co…
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Replying to @SashaGusevPosts
Some time ago, Kierkegaard had an article claiming that, because LD differences should be uncorrelated w/direction of allele effect sizes, accounting for LD should not change the rank ordering of PGS means. Is that true or is it a misconception? emilkirkegaard.dk/en/2023/08…
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No this is incorrect. The simplest reason is that GWAS has higher power for one allelic direction in the study population (see Martin et al. 2017 simulations, pmc.ncbi.nlm.nih.gov/article…; and note "orders of magnitude different").
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Replying to @SashaGusevPosts
Appreciate the great write-up! I have a question- as you mentioned, the authors of Tan et. al suggest that the difference in FGWAS and GWAS results is largely due to FGWAS more appropriately adjusting for population stratification. They determined the GWAS-FGWAS correlation for Cognitive Performance to be .975(0.045) and for Number of Children to be 1.083(0.083) using LDSC. Considering the following points: 1. FGWAS appropriately adjusts for population substructures where regular GWAS does not 2. LDSC can also adjust for population substructure, unlike snipar, which is why it can detect that the underlying genetic architecture of either phenotype is the very similar across GWAS/FGWAS How does such a big difference between the correlation of these two phenotypes (-.08(0.068) for GWAS, .252(0.123) for FGWAS) make sense? If both are true, then wouldn’t we expect the correlation between the two phenotypes to be very similar across study designs? Thanks!
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It's a good question. I hesitate to over-interpret estimates with such wide confidence intervals, but LDSC does not *fully* account for pop strat in the presence of background selection (see Berg eLife on this).
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Replying to @SashaGusevPosts
Is this/ how is it related to Richard Lewontin's critiques of the use of linear regressions in evolutionary biology?
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Replying to @SashaGusevPosts
Population stratification skews results more than we admit. New tools to detect it? Long overdue. 🧬
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Replying to @SashaGusevPosts
Correlation != Causation
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