Quanta Magazine Season 2017
Explore mind-bending developments in basic science and math research. Quanta Magazine is an award-winning, editorially independent magazine published by the Simons Foundation.
With 30 Day Free Trial!
Quanta Magazine
1Explore mind-bending developments in basic science and math research. Quanta Magazine is an award-winning, editorially independent magazine published by the Simons Foundation.
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Quanta Magazine Season 2017 Full Episode Guide
Corina Tarnita argues that to fully appreciate nature, you must first understand its rules.
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Minhyong Kim wanted to make sure he had concrete results in number theory before he admitted that his ideas were inspired by physics.
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A Mathematician Who Dances to the Joys and Sorrows of Discovery
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Michael Assis demonstrates how defects can be used to tune the properties of Miura-ori origami.
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Rebecca Goldin explains why quantitative literacy is so important.
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Nigel Goldenfeld explains how condensed matter physics provides insights into the collective state of early life on Earth.
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Neil Johnson on the physics of collective human behavior.
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Svitlana Mayboroda describes how the landscape function helps solve the mystery of wave localization.
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The UCLA astrophysicist explains how tracking the movement of stars revealed the existence of a supermassive black hole at the center of the Milky Way galaxy.
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Jay Pasachoff explains what scientists can learn during a total solar eclipse.
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Jessica Flack describes the special challenges of applying collective computation to the understanding of complex biological systems.
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Khatri learned that by working with 'messy' clinical data sets, he could find genes that the human body expresses in response to diverse forms of a disease.
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Join David Kaplan on a virtual-reality tour showing how the sun, the Earth and the other planets came to be.
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A Defense of the Reality of Time
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John Novembre explains how he uses genomic data to map human history.
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Sharon Glotzer explains how emergence, entropy and order can all fit together.
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Sylvia Serfaty explains why you don’t have to be a genius to become a mathematician.
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Francis Su discusses how the community of mathematicians tends to exclude certain people.
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Francis Su explains how mathematics can help a person to live well.
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Marcus Feldman explains how he models the effects of a cultural preference — in this case, a preference for sons over daughters in China.
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