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Mathematical physics

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Theory of Fluids Enters the 21st Century

August 17, 2026

From the 1800s to the early 2000s, physicists used the same theory to understand the behavior of fluids. Now, using a modern insight, they have redefined fluids from the bottom up.

What Is the Positive Grassmannian and Why Does It Show Up Everywhere?

June 25, 2026

Lauren Williams tells 'The Joy of Why' how studying a fundamental object in algebraic combinatorics led to a career full of surprises.

Are Strings Still Our Best Hope for a Theory of Everything?

March 23, 2026

Columnist Natalie Wolchover examines the latest developments in the “forever war” over whether string theory can describe the world.

Using AI, Mathematicians Find Hidden Glitches in Fluid Equations

January 9, 2026

A $1 million prize awaits anyone who can show where the math of fluid flow breaks down. With specially trained AI systems, researchers have found a slew of new candidates in simpler versions of the problem.

Physicists Take the Imaginary Numbers Out of Quantum Mechanics

November 7, 2025

Quantum mechanics has at last been formulated exclusively with real numbers, bringing a mathematical puzzle at the heart of the theory into a new era of inquiry.

The Hidden Math of Ocean Waves Crashes Into View

October 15, 2025

The math of even the simplest ocean waves is notoriously uncooperative. A team of Italian mathematicians has made major advances toward understanding it.

Origami Patterns Solve a Major Physics Riddle

October 6, 2025

The amplituhedron, a shape at the heart of particle physics, appears to be deeply connected to the mathematics of paper folding.

‘Ten Martini’ Proof Uses Number Theory To Explain Quantum Fractals

August 25, 2025

The proof, known to be so hard that a mathematician once offered 10 martinis to whoever could figure it out, connects quantum mechanics to infinitely intricate mathematical structures.

New Physics-Inspired Proof Probes the Borders of Disorder

August 15, 2025

For decades, mathematicians have struggled to understand matrices that reflect both order and randomness, like those that model semiconductors. A new method could change that.