Stephen Burgess

Stephen Burgess

@stevesphd.bsky.social

Medical statistician, work with genetic data to disentangle causation from correlation. Author of book on Mendelian randomization.

782 followers174 following244 posts

We encourage a broader framing of target trial emulation: alongside “estimand-first” approaches, we should consider “design-first” or “assumption-first” approaches - where we start by asking "What quantity can we estimate reliably?".

In doing this, we may get a more valid estimate of a less relevant quantity, rather than a less valid estimate of a more relevant quantity. In many cases, the estimand is a good servant, but a poor master.

We argue that epidemiological studies can be characterized into early-phase and late-phase in the same way. A natural experiment may give an estimate that is not policy-relevant or translatable to applied practice. But it is still a relevant source of causal information.

A natural experiment gives an estimate - but the estimate is often a means to an end, not the end in itself. It provides supportive evidence, rather than answering the question of interest. But we would often rather more reliable estimate, even if the estimand is less relevant.

Estimands are great! But often the quantity we want to estimate differs from what we are able to estimate reliably. The target trial framework is often presented with Step 1: "What quantity do you want to estimate?" - we characterize this as an "estimand-first approach".

In drug development, the goal of a Phase 3 study is to estimate the impact of a well-defined intervention. Whereas the goal of a Phase 2 study is to provide proof-of-concept evidence supporting (or refuting) a given mechanism as a plausible target for intervention.

I think he agrees with me now that this was a touch ambitious, but the result is 19 pages that spans from asking questions to parameter identification (covering adjustment-based and design-based approaches) to analysis and beyond.

Many of the examples relate to dentistry, but the principles are universal: the credibility of a causal claim is determined not primarily by the statistical method, but by whether the underlying assumptions are considered plausible within the context of the scientific question.

I discouraged Nasir from writing this paper - I said there is a good reason why no-one in their right mind would write a practical overview on causal inference in a single paper. The topic is too large. He disagreed and wrote the paper anyway.

We tested whether these variants associated with different head and neck cancers. We saw positive associations for all cancer types, with significant estimates for oral cavity squamous cell carcinoma (OCSCC) and HPV-positive oropharynx squamous cell carcinoma (OPSCC).

Several limitations as ever, but great to see supportive evidence from human genetics for a biologically-plausible mechanism. Learnings for me about heterogeneity in oral cancers: different parts of the oral cavity get cancer via distinct mechanisms. Comments welcome!

We wanted to know if there is evidence in a Mendelian randomization paradigm for an effect of manganese on risk of head and neck cancers. There is prior motivation for this hypothesis, as these cancers are disproportionately common in welders, who have exposure to manganese.

We consider two variants in gene regions with biological relevance to manganese levels, that associate with circulating manganese levels in blood, and associate with serum aspartate aminotransferase (AST), a biomarker known to increase under hepatocellular manganese overload.

This paper represents a paradigm I'd like to strive for: we spent 90% of this project working out what was the question of interest, the most appropriate genetic variants, relevant datasets, sensible validation analyses - and 10% of the time doing the analyses, which were relatively simple.

View full thread

...and 4) if none of these approaches are possible, perform a naive analysis and estimate the likely magnitude of bias that could occur under realistically severe index event bias.

Thanks to Linxuan Zhang for leading the work, all those at Lilly for their valuable input (particularly Zae, Yushi, and Pallav), and Dipender Gill at Sequoia for bringing everything together. Comments and questions are always welcome!

View full thread

Based on this, our suggested approach is: 1) if the same mechanisms affect disease progression as affect disease risk, perform an analysis for disease risk rather than for disease progression;

2) if there are distinct variants affecting disease risk, consider performing a multivariable analysis with the risk factor and disease risk as exposures; 3) if you have access to individual-level data, consider performing an inverse-probability weighted analysis;

View full thread

The multivariable methods performed well in simulations, but require a valid instrument for disease incidence (that does not have a direct effect on disease progression) to work well. Otherwise, they are flexible to implement. IVW worked better in the scenarios we considered.

If similar mechanisms affect disease risk and progression, then we are unlikely to find valid instruments for disease incidence. But in this case, we can just perform analyses for disease risk, as disease risk is easier to investigate (larger sample size, no index event bias).

View full thread

Heckman's method performed well in simulations, but requires both individual-level data and a valid instrument for disease incidence (that does not have a direct effect on disease progression). Software for implementation is not particularly flexible.

Slope-Hunter performed badly in all simulations, regularly either over-estimating or under-estimating the amount of bias, and hence over- or under-correcting. The method gave unbiased estimates in some cases, but with highly inflated Type 1 error rates.

View full thread

We compared inverse-probability weighting, Heckman's method, Slope-Hunter, and multivariable methods (IVW and CWBLS). These methods use different strategies to deal with the bias: model incidence, instrument incidence, estimate bias magnitude, and adjust for incidence.

Inverse-probability weighting performed okay in simulations, but requires individual-level data, and bias reduction depends on the predictive ability of the incident disease model.

Most genome-wide association studies look at disease incidence in population-based datasets. But drugs are typically given to selected individuals at high-risk of disease, or people with incident disease to reduce disease progression - gap between what we have and what we want.

Genetic associations with disease progression can be affected by index event bias if they are only measured in individuals with an incident disease event (which they often are out of necessity). Several statistical methods aim to reduce index event bias. Do they work?

Weak instruments are rare in univariable (i.e. one risk factor) MR, as we typically select variants that are associated with the exposure at a GWAS-significant level. But weak instruments are much more common in multivariable MR, as we need to jointly predict all the exposures.

And by Celestia, the answer was yes! - we get much better bias and coverage properties than standard methods. The Bayesian procedure better accounts for uncertainty (error propagation, no asymptotic normality). As this is a cut-down version of MVMR-Horse, we called it MVMR-Pony.

Weak instruments aren't ideal in IV / MR, but data-driven attempts to deal with weak instruments often cause more problems than they solve. Using statistical methods that are robust to weak instruments (like this one!) is often a better solution.

Two years ago, we developed a Bayesian approach called MVMR-Horse that fits a multivariable IV model using a horseshoe prior to allow for pleiotropic genetic effects - this is an overidentified model, and the prior gives model identification: x.com/andy_grant1/....

x.comAndrew Grant (@andy_grant1) on XNew paper “A Bayesian approach to Mendelian randomization using summary statistics in the univariable and multivariable settings with correlated pleiotropy” now out in The American Journal of Human G...

We observed the original method performs well with weak instruments. So we thought, if we remove the pleiotropic-robust aspect of the model, would we just have an MVMR method that has good statistical properties with weak instrument when the variants are valid?

Our review "Integrating genetic data with biological insight: A practical guide to cis-Mendelian randomization" is now published at @ajhgnews.bsky.social - led by @vkarhune.bsky.social and Benji Woolf with critical insight from Dipender Gill and Pallav Bhatnagar. Thread follows:

📣New Review! 📄Integrating genetic data with biological insight: A practical guide to cis-Mendelian randomization 🧑‍🤝‍🧑 @vkarhune.bsky.social @stevesphd.bsky.social & co 👉 bit.ly/4tKkY7r

View full thread

Cis-MR studies are not intrinsically superior to genome-wide MR studies, and algorithmically-performed cis-MR analyses will rarely be optimal. But when performed with care, cis-MR is a powerful tool to inform about putative causal effects.

Our review "Integrating genetic data with biological insight: A practical guide to cis-Mendelian randomization" is now published at @ajhgnews.bsky.social - led by @vkarhune.bsky.social and Benji Woolf with critical insight from Dipender Gill and Pallav Bhatnagar. Thread follows:

📣New Review! 📄Integrating genetic data with biological insight: A practical guide to cis-Mendelian randomization 🧑‍🤝‍🧑 @vkarhune.bsky.social @stevesphd.bsky.social & co 👉 bit.ly/4tKkY7r

View full thread

In particular, molecular exposure biomarkers measured in bulk tissues (usually blood) may reflect mechanisms in irrelevant tissues, whereas downstream biomarkers may be more specific.

Validation can be statistical (e.g. colocalization), but also should be biologically-motivated (e.g. positive and negative controls). Robust MR methods are rarely conclusive, as if one variant is invalid, it is likely nearby variants will be invalid in a similar way.

Our review "Integrating genetic data with biological insight: A practical guide to cis-Mendelian randomization" is now published at @ajhgnews.bsky.social - led by @vkarhune.bsky.social and Benji Woolf with critical insight from Dipender Gill and Pallav Bhatnagar. Thread follows:

📣New Review! 📄Integrating genetic data with biological insight: A practical guide to cis-Mendelian randomization 🧑‍🤝‍🧑 @vkarhune.bsky.social @stevesphd.bsky.social & co 👉 bit.ly/4tKkY7r

View full thread

Important steps are: 1) defining the analysis question, 2) choosing an appropriate gene region, 3) choosing an appropriate biomarker of the causal mechanism, 4) choosing the optimal variant(s) in the selected gene region(s), 5) validating the variants.

The exposure biomarker reflects the causal mechanism of interest. It is not necessarily the causal risk factor itself, and often choosing a downstream trait is better - if water has reached a proximal downstream station, then it must have passed though the causal mechanism.

Our review "Integrating genetic data with biological insight: A practical guide to cis-Mendelian randomization" is now published at @ajhgnews.bsky.social - led by @vkarhune.bsky.social and Benji Woolf with critical insight from Dipender Gill and Pallav Bhatnagar. Thread follows:

📣New Review! 📄Integrating genetic data with biological insight: A practical guide to cis-Mendelian randomization 🧑‍🤝‍🧑 @vkarhune.bsky.social @stevesphd.bsky.social & co 👉 bit.ly/4tKkY7r

It's tempting to this of cis-Mendelian randomization analyses, particularly those using a single genetic variant, as simplistic, and analysis with multiple variants using large numbers of methods as more sophisticated. However, "design trumps analysis"...

Our review provides guidance on how to perform reliable cis-MR analyses - the analysis is often not difficult to implement, and the major effort is ensuring that you are performing the optimal analysis, and reporting that analysis in a reasonable way.