Archive

The dizzying network of interactions within microbe communities can defy analysis. But a new approach simplifies the math and makes progress possible.

By developing new tools for visualizing subcellular structure and activity in molecular detail, Ed Boyden advances on his goal of understanding how the brain works.

The Navier-Stokes equations describe simple, everyday phenomena, like water flowing from a garden hose, yet they provide a million-dollar mathematical challenge.

Compact genomes and tiny cells gave flowering plants an edge over competing flora. This discovery hints at a broader evolutionary principle.

A mysterious object that repeatedly bursts with ultra-powerful radio waves must live in an extreme environment — something like the one around a supermassive black hole.

The mathematician Richard Schwartz finds the hidden depth lurking in simple mathematical puzzles.

For decades, physicists have struggled to create a quantum theory of gravity. Now an approach that dates to the 1970s is attracting newfound attention.

What does measuring distances in sailing and astrophysics have to with motion sickness?

A complete classification could lead to a wealth of new materials and technologies. But some exotic phases continue to resist understanding.