Andrew Gelman et al.(@StatModeling) 's Twitter Profileg
Andrew Gelman et al.

@StatModeling

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linkhttp://andrewgelman.com calendar_today11-11-2010 22:34:08

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

“Often enough, scientists are left with the unenviable task of conducting an orchestra with out-of-tune instruments”
statmodeling.stat.columbia.edu/2024/04/28/oft…

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

“When are Bayesian model probabilities overconfident?” . . . and we’re still trying to get to meta-Bayes
statmodeling.stat.columbia.edu/2024/04/27/whe…

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

Whooping cough! How to respond to fatally-flawed papers? An example, in a setting where the fatal flaw is subtle, involving a confounding of time and cohort effects
statmodeling.stat.columbia.edu/2024/04/26/who…

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

Population forecasting for small areas: an example of learning through a social network
statmodeling.stat.columbia.edu/2024/04/25/pop…

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

For that price he could’ve had 54 Jamaican beef patties or 1/216 of a conference featuring Gray Davis, Grover Norquist, and a rabbi
statmodeling.stat.columbia.edu/2024/04/24/for…

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

Postdoc Opportunity at the HEDCO Institute for Evidence-Based Educational Practice in the College of Education at the University of Oregon
statmodeling.stat.columbia.edu/2024/04/23/pos…

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

Storytelling and Scientific Understanding (my talks with Thomas Basbøll at Johns Hopkins this Friday)
statmodeling.stat.columbia.edu/2024/04/22/sto…

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

Analogy between (a) model checking in Bayesian statistics, and (b) the self-correcting nature of science.
statmodeling.stat.columbia.edu/2024/04/20/ana…

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

The data are on a 1-5 scale, the mean is 4.61, and the standard deviation is 1.64 . . . What’s so wrong about that??
statmodeling.stat.columbia.edu/2024/04/19/the…

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

Infovis, infographics, and data visualization: My thoughts 12 years later
statmodeling.stat.columbia.edu/2024/04/18/inf…

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

N=43, “a statistically significant 226% improvement,” . . . what could possibly go wrong??
statmodeling.stat.columbia.edu/2024/04/16/n43…

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Andrew Gelman et al.(@StatModeling) 's Twitter Profile Photo

No, it’s not “statistically implausible” when results differ between studies, or between different groups within a study.
statmodeling.stat.columbia.edu/2024/04/15/no-…

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