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A Simple Way To Measure Knots Has Come Unraveled

September 22, 2025

Two mathematicians have proved that a straightforward question — how hard is it to untie a knot? — has a complicated answer.

How We Came To Know Earth

Climate science is the most significant scientific collaboration in history. This series from Quanta Magazine guides you through basic climate science — from quantum effects to ancient hothouses, from the math of tipping points to the audacity of climate models.

The Ends of the Earth

September 15, 2025

Building an accurate model of Earth’s climate requires a lot of data. Photography reveals the extreme efforts scientists have undertaken to measure gases, glaciers, clouds and more.

The Climate Change Paradox

September 15, 2025

Earth’s climate is chaotic and volatile. Climate change is simple and predictable. How can both be true?

The Quantum Mechanics of Greenhouse Gases

Earth’s radiation can send some molecules spinning or vibrating, which is what makes them greenhouse gases. This infographic explains how relatively few heat-trapping molecules can have a planetary effect.

How Climate Scientists Saw the Future Before It Arrived

September 15, 2025

Over the past 60 years, scientists have largely succeeded in building a computer model of Earth to see what the future holds. One of the most ambitious projects humankind has ever undertaken has now reached a critical moment.

A Biography of Earth Across the Age of Animals

September 15, 2025

New reconstructions of 540 million years of climate history show the planet tumbling between icehouse and hothouse states, revealing how rare and vulnerable our temperate moment is.

The Microbial Masters of Earth’s Climate

September 15, 2025

A collection of short dispatches from the field of climate microbiology conveys the contributions that single-celled life forms make to our climate system, and how we can work with them to address climate change.

The Math of Catastrophe

September 15, 2025

Tipping points in our climate predictions are both wildly dramatic and wildly uncertain. Can mathematicians make them useful?

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