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A glass sponge found deep in the Pacific shows a remarkable ability to withstand compression and bending, on top of the sponge’s other unusual properties.
Two mathematicians have proved the first leg of Paul Erdős’ all-time favorite problem about number patterns.
In a world seemingly filled with chaos, physicists have discovered new forms of synchronization and are learning how to predict and control them.
Through exacting geometric calculations, Philip Gibbs has found the smallest known cover for any possible shape.
Quanta’s In Theory video series returns with an exploration of a mysterious mathematical pattern found throughout nature.
When a crystallographer treated prime numbers as a system of particles, the resulting diffraction pattern created a new view of existing conjectures in number theory.