Quanta Magazine

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Big ideas in science and math. Because you want to know more. Launched by the Simons Foundation. Winner of the 2022 Pulitzer Prize in Explanatory Reporting. http://quantamagazine.org
Gerrymandering is more sophisticated than it once was. Mathematicians are pioneering new ways to determine electoral fairness — and their work is ending up in court. https://www.quantamagazine.org/how-math-has-changed-the-shape-of-gerrymandering-20230601/
How Math Has Changed the Shape of Gerrymandering | Quanta Magazine

New tools make it possible to detect hidden manipulation of maps.

Quanta Magazine
With computer muscle and clever simplification, a grad student and his adviser recently solved a packing coloring problem that has kept mathematicians busy for two decades.
https://www.quantamagazine.org/the-number-15-describes-the-secret-limit-of-an-infinite-grid-20230420/
The Number 15 Describes the Secret Limit of an Infinite Grid | Quanta Magazine

The “packing coloring” problem asks how many numbers are needed to fill an infinite grid so that identical numbers never get too close to one another. A new computer-assisted proof finds a surprisingly straightforward answer.

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In 1977, Luis Caffarelli proved singularities exist in the mathematics of melting ice.
“As a society, we can’t afford to give up on privacy — just like we can’t afford to give up on free speech.” Watch an interview with Princeton computer scientist Arvind Narayanan on our YouTube channel: https://www.youtube.com/watch?v=oKkzVII_wHQ
The Computer Scientist Taking on Big Tech: Privacy, Lies and AI

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Researchers have laid a geometric foundation for a high-dimensional shape of minimal surface area. The finding advances decades of fruitful dialogue between geometry and theoretical computer science. Jordana Cepelewicz reports: https://www.quantamagazine.org/mathematicians-complete-quest-to-build-spherical-cubes-20230210/
Mathematicians Complete Quest to Build ‘Spherical Cubes’ | Quanta Magazine

Is it possible to fill space “cubically” with shapes that act like spheres? A proof at the intersection of geometry and theoretical computer science says yes.

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A new season of The Joy of Why, a Quanta podcast hosted by Steven Strogatz, premieres February 23. Guests include Katie Mack, Anil Seth and Eugenia Cheng. Listen to the new trailer and learn more: https://www.quantamagazine.org/the-joy-of-asking-about-infinity-jellyfish-and-the-end-of-the-universe-20230209/
Subscribe here: https://listen.quantamagazine.org/Joy2-trailer-s
The Joy of Asking About Infinity, Jellyfish and the End of the Universe | Quanta Magazine

As The Joy of Why podcast returns for a second season, producer Polly Stryker and host Steven Strogatz invite listeners to join them and their brilliant new guests on another voyage of discovery.

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How fast is the universe expanding? And why is that expansion accelerating? Efforts to understand these questions rely critically on one particular type of supernova.

https://www.quantamagazine.org/what-lights-the-universes-standard-candles-20230208/

What Lights the Universe’s Standard Candles? | Quanta Magazine

Type Ia supernovas are astronomers’ best tools for measuring cosmic distances. In a first, researchers have managed to re-create one on a supercomputer, giving a boost to a leading hypothesis for how they form.

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Artificial intelligence researchers have built a new class of “liquid” neural networks that process inputs in a nonlinear way. In certain scenarios, these networks handily outperform conventional neural networks. Steve Nadis reports:

https://www.quantamagazine.org/researchers-discover-a-more-flexible-approach-to-machine-learning-20230207/

Researchers Discover a More Flexible Approach to Machine Learning | Quanta Magazine

“Liquid” neural nets, based on a worm’s nervous system, can transform their underlying algorithms on the fly, giving them unprecedented speed and adaptability.

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The most effective prediction formula in physics also embodies a strange philosophy about how the world really is. But it makes mathematicians queasy. In a new explainer, Charlie Wood peels back the path integral: https://www.quantamagazine.org/how-our-reality-may-be-a-sum-of-all-possible-realities-20230206/
How Our Reality May Be a Sum of All Possible Realities | Quanta Magazine

Richard Feynman’s path integral is both a powerful prediction machine and a philosophy about how the world is. But physicists are still struggling to figure out how to use it, and what it means.

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Mathematicians have waited over 60 years for a counterexample to a central conjecture about knots. They’re going to have to keep waiting. Leila Sloman reports: https://www.quantamagazine.org/mathematicians-prove-this-knot-cannot-solve-major-problem-20230202
Mathematicians Prove This Knot Cannot Solve Major Problem | Quanta Magazine

A new proof shows that a knot some thought would contradict the famed slice-ribbon conjecture doesn’t.

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