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Researchers Reveal the Power of ‘Quantum Proofs’

When checking that solutions to certain problems are correct, it turns out, you can’t get around the inherent complexity of the quantum world.

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Astrophysicists Puzzle Over Webb’s New Universe

Faced with observations of early black holes and galaxies that weren’t expected to exist, scientists have come up with a wealth of new theories to explain them. Now they just need to figure out which ones are true.

For the First Time, a Cell Built From Scratch Grows and Divides

Scientists built a synthetic cell that combines more lifelike properties than ever before — proof of concept that it’s possible to bring nonliving materials to life, or something close to it, in the lab.

What Breaks a Cell’s Ribs Can Make It Stronger

The mechanical process of cell division exerts powerful, if microscopic, forces. How do the molecular machines that power it manage the strain?

After 80 Years, Mathematicians Give Famed ‘Erdős Method’ an Upgrade

Decades ago, Paul Erdős used randomness to illuminate the vast and weird world of networks. Now mathematicians are making his technique even more powerful.

A large cavern lined with reflective spheres and partially filled with water. Two people in white protective gear float in an orange raft in the distance.

A Dark Dimension Could Link Two of the Universe’s Great Unknowns

Recent observations suggest that dark energy is changing over time. Theorists wonder if dark matter is, too.

Why the Human Genome’s Tangled Physicality May Confound AI

Our genetic heritage is not a blueprint or an algorithm, as many biologists have imagined, but something else entirely.

Seven Perfect Shuffles Randomize a Deck of Cards. But How Many Sloppy Ones?

A decades-old proof showed that seven shuffles are enough to mix up a deck of cards. But it requires you to cut the deck with the precision of a professional magician. A new proof gets around that obstacle.

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The 4-Page Paper That Broke Mathematics

Emily Buder/Quanta Magazine

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The Joy of Why


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

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How Can Infinity Come in Many Sizes?

Intuition breaks down once we’re dealing with the endless. To begin with: Some infinities are bigger than others.

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