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Boy’s surface

Posted on 2021/01/13 by Carl Robitaille
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Boy’s surface

After a couple of failures, here is a 3D print of a Boy surface (https://t.co/afQWL1XyCx). The challenge of printing non-orientable objects! #3Dprinting #IllustratingMath pic.twitter.com/6ADI40rk9r

— Rémi Coulon (@LaMiReMiMath) September 15, 2020
Posted in mathématiques | Leave a reply

The Mind-Blowing Mathematics of Snowflakes

Posted on 2021/01/13 by Carl Robitaille
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The Mind-Blowing Mathematics of Snowflakes

Posted in mathématiques, physique | Leave a reply

Is Simulating Jelly And Bunnies Possible?

Posted on 2021/01/13 by Carl Robitaille
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Posted in mathématiques, physique, programmation | Leave a reply

Bulatov Collection – 3D Printed Sculptures, Jewelry and more

Posted on 2021/01/12 by Carl Robitaille
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Bulatov Collection – 3D Printed Sculptures, Jewelry and more

Vladimir Bulatov is on Twitter. Instant follow. I'm a big fan, my laptop wallpapers are by him. 🙂
Check out his #mathart at https://t.co/ScpqyzG8Il https://t.co/0ErdGaklti pic.twitter.com/AHHFDs9f0m

— Vincent Pantal🍩ni (@panlepan) December 29, 2020
Posted in art, mathématiques | Leave a reply

The Year’s Biggest Breakthroughs in Math and Computer Science

Posted on 2020/12/29 by Carl Robitaille
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Correlation vs Causality

Posted on 2020/12/29 by Carl Robitaille
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Correlation vs Causality

Posted in drôle, mathématiques | Leave a reply

Galileo’s polygon theorem

Posted on 2020/12/29 by Carl Robitaille
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Galileo’s polygon theorem

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12 Curiosités Topologiques

Posted on 2020/12/29 by Carl Robitaille
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Rhombus and cubes animation

Posted on 2020/12/29 by Carl Robitaille
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Rhombus and cubes animation

🧊🧊🧊#MathGIF @geogebra>https://t.co/lTfirPXa98 pic.twitter.com/16kJIyn6Yl

— Vincent Pantal🍩ni (@panlepan) December 28, 2020
Posted in créativité, mathématiques | Leave a reply

Model of the gyroid

Posted on 2020/12/29 by Carl Robitaille
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Here's a fun winter break paper-craft project. To make this model of the gyroid, you will need a glue-stick or similar, and 120 short and 48 long strips, where the long strips are about 1.15 times longer than the short. Strips to cut out here: https://t.co/1TT3iFvCdt pic.twitter.com/LNTpPFnRC8

— Henry Segerman (@henryseg) December 20, 2020
Posted in art, créativité, mathématiques | Leave a reply

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