Didier Brassard

@didierbrassard.bsky.social

Professor of nutrition. 💻 Nutritional epidemiology, aging, dietary assessment and causal inference (at least trying) 📍 Université du Québec à Trois-Rivières

Short story about statistical modeling without causal inference gone badly wrong. Just head on the news that preschoolers play 15 minutes less on rainy days. The reporting stressed that the research was "associational" and therefore couldn't tell us why. Huh? 1/

I don't see this said enough: the widespread use of generative AI is not only making our jobs as educators harder logistically, but also emotionally. It is genuinely sad to be suspicious of students when you have spent so much time building a pedagogy based on trust and not being a cop. It sucks.

It's very human to only double check that a process is working when you get a weird result. It's also very bad practice, because sometimes your "right" result is due to a bad process and you will be misled. Social scientists (economists) do this kind of asymmetric checking. arxiv.org/pdf/2508.20069

Bild

I'm reviewing a lot of weak target trial emulation studies these days. Like a wolf in sheep's clothes, these adopt the language & structure of target trial emulation, but don't apply the necessary care or thought. Is this the 'doom cycle'? Where every promising new tool gets dragged into the mud.

Darren Dahly@statsepi.bsky.social · 12mo ago

Target trial emulation is an important, useful idea, but we must remain careful to not allow novices to think it's a magical shortcut to causal inference. Nor can we lose sight of the *main* thing that separates randomized from non-randomized studies.

POTENTIAL RISKS OF TARGET TRIAL
TERMINOLOGY
There are risks that the term target trial emulation (TTE)
might mislead readers without methodological training. We
believe some readers may assume TTE represents a distinct
form of observational study design, rather than a framework
to help researchers identify and avoid self-inflicted errors in
observational studies. We are particularly concerned that
claims to have emulated an RCT will be mistaken for a claim
to have successfully emulated an RCT. The latter statement
implies that the inference is of a comparable standard to a
well-conducted RCT. To be certain, the TTE framework (2),
used correctly, will help investigators specify estimands,
and sidestep avoidable selection bias, but we are probably
more pessimistic than Schwarze et al. (1) about the ability
of ‘‘advanced methods’’ to address the threat of other
sources of bias.

It's exceedingly hard to argue that the administration & MAHA are committed to improving nutrition when they're simultaneously cutting everything from SNAP-Ed to innovative community nutrition work - cements the perception that food dyes are public health theatre. www.healthbeat.org/newyork/2025...

Q&A: Nutrition expert discusses pioneering program terminated by USDA

Here’s a Q&A with a nutrition expert who created an after-school program for NYC middle-schoolers who take on adult responsibilities, like meal preparation. This spring, the USDA terminated it.

healthbeat.org

This article provides an overview of the current state of handling continuous variables in healthcare research. It discusses the potential limitations of assuming a linear relationship between independent and dependent variables www.bmj.com/content/390/...

Linear predictor plot for three modelling approaches to analyse continuous variables in a case study of cerebrospinal fluid glucose and acute bacterial meningitis

At this point, I might as well -- Here's an infographic showing different ways to include age as a predictor. The top shows two extremes, just as a plain old numerical predictor (imposes linear trajectory) vs. categorical predictor (imposes nothing whatsoever). And then three solutions in between!

Infographic illustrating different ways to model age.
First panel shows two "extreme" cases; including age as a linear numerical predictor (df = 1) or including age as a categorical predictor (df = number of years of age minus 1).
Second panel shows an intermediate solution in which age is categorized into broader bins (df = number of categories minus 1, here 5 - 1 = 4).
Third panel shows an intermediate solution in which age is included with a polynomial (df = degrees of freedom of the polynomial, here 4).
Fourth panel shows an intermediate solution in which age is modeled with the help of splines (df = degrees of freedom of the splines, here 4).
Andrew Mercer@awmercer.bsky.social · last yr.

Maybe use the same number of bins as you have knots in the spline? That’d make it easier to compare the two.

I agree, the challenges to self-correcting science are real. Tried to publish a “letter to the editor” which was rejected in the end. The editor mentioned the topic of the letter wouldn’t be of interest to readers! Wouldn’t readers also be interested to learn about flaws of a published study?

Ian Hussey@ianhussey.mmmdata.io · last yr.

I am often told that public critique of published articles must also solve the issues found. I think this frequently enforced requirement hinders scientific self-correction. Blog post: mmmdata.io/posts/2025/0...