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mathematics

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Illustration: bucket half-full of amoebas.
Insights puzzle

Solution: ‘How Many Half-Lives?’

By Pradeep Mutalik
January 27, 2017
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Read Later

When do negative results from a half-life experiment mean a theory is dead?

Illustration: boxing gloves
Abstractions blog

Graph Isomorphism Vanquished — Again

By Erica Klarreich
January 14, 2017
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Just five days after posting a retraction, László Babai announced that he had fixed the error in his landmark graph isomorphism algorithm.

Illustration: bucket half-full of amoebas.
Insights puzzle

How Many Half-Lives Do You Have?

By Pradeep Mutalik
January 12, 2017
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Gaining an intuition about half-life requires some unintuitive thinking.

Hyperbolic Crochet
Abstractions blog

How Curvature Makes a Shape a Shape

By Kevin Hartnett
January 9, 2017
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The ancient study of an object’s curvature is guiding mathematicians toward a new understanding of simple equations.

Illustration: boxing glove & graph
Abstractions blog

Complexity Theory Problem Strikes Back

By Erica Klarreich
January 5, 2017
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The legendary graph isomorphism problem may be harder than a 2015 result seemed to suggest.

Julia Set Contest
Abstractions blog

Test Your Mathematical Sculpting Skills

By Kevin Hartnett
January 5, 2017
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Can you turn a two-dimensional fractal into a 3-D object? Break out your scissors and tape for a chance to win a 3-D printed sculpture.

3D "Basilica" Julia set
geometry

3-D Fractals Offer Clues to Complex Systems

By Kevin Hartnett
January 3, 2017
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By folding fractals into 3-D objects, a mathematical duo hopes to gain new insight into simple equations.

Insights puzzle

Solution: ‘Hanging Far Out Over the Edge’

By Pradeep Mutalik
December 2, 2016
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A simple and elegant way to stack identical flat objects so that they project over an edge as far as possible.

LHC Collision Events - Visualization
Abstractions blog

The Math That’s Too Difficult for Physics

By Kevin Hartnett
November 18, 2016
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How do physicists reconstruct what really happened in a particle collision? Through calculations that are so challenging that, in some cases, they simply can’t be done. Yet.


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