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The Math That Explains Why Bell Curves Are Everywhere

March 16, 2026

The central limit theorem started as a bar trick for 18th-century gamblers. Now scientists rely on it every day.

How Is AI Changing the Science of Prediction?

November 7, 2024

With lots of data, a strong model and statistical thinking, scientists can make predictions about all sorts of complex phenomena. Today, this practice is evolving to harness the power of machine learning and massive datasets. In this episode, co-host Steven Strogatz speaks with statistician Emmanuel Candès about black boxes, uncertainty and the power of inductive reasoning.

When Data Is Missing, Scientists Guess. Then Guess Again.

October 2, 2024

Across the social and biological sciences, statisticians use a technique that leverages randomness to deal with the unknown.

Michel Talagrand Wins Abel Prize for Work Wrangling Randomness

March 20, 2024

The French mathematician spent decades developing a set of tools now widely used for taming random processes.

Elliptic Curve ‘Murmurations’ Found With AI Take Flight

March 5, 2024

Mathematicians are working to fully explain unusual behaviors uncovered using artificial intelligence.

Evolution: Fast or Slow? Lizards Help Resolve a Paradox.

January 2, 2024

Why does natural selection appear to happen slowly on long timescales and quickly on short ones? A multigenerational study of four lizard species addresses biology’s “paradox of stasis.”

Emery Brown and the Truth About Anesthesia

April 26, 2021

Anesthesia is very different from sleep — which is why it offers unique opportunities for studying the human brain, says the physician-researcher and statistician Emery Brown.

Chasing the Elusive Numbers That Define Epidemics

March 22, 2021

Most modeling efforts during the COVID-19 pandemic have sought to address urgent practical concerns. But some groups aim to bolster the theoretical underpinnings of that work instead.

Statistics Postdoc Tames Decades-Old Geometry Problem

March 1, 2021

To the surprise of experts in the field, a postdoctoral statistician has solved one of the most important problems in high-dimensional convex geometry.