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Solutions to the Three Body Problem

Posted on 2020/01/21 by Carl Robitaille
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Posted in histoire, mathématiques, physique, programmation | Leave a reply

What’s your type? The Maths behind the ‘Qwerty’ Keyboard

Posted on 2020/01/21 by Carl Robitaille
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What’s your type? The Maths behind the ‘Qwerty’ Keyboard

Posted in histoire, mathématiques, produits | Leave a reply

Is a Realistic Water Bubble Simulation Possible?

Posted on 2020/01/21 by Carl Robitaille
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Posted in mathématiques, physique, programmation | Leave a reply

Colouring Numbers

Posted on 2020/01/21 by Carl Robitaille
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Fermat last theorem timeline

Posted on 2020/01/20 by Carl Robitaille
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Fermat dies in 1665 – his last theorem is unsolved
↓
⏳88 y
↓
Euler proves it for n=3
↓
⏳72 y
↓
Legendre & Dirichlet prove it for n=5
↓
⏳14 y
↓
Lamé proves it for n=7
↓
⏳69 y
↓
Wolfskehl offers prize for solution in the next 100 years
↓
⏳86 y
↓
Wiles proves it 🎉 pic.twitter.com/cFpYIHpMF0

— Fermat's Library (@fermatslibrary) January 20, 2020
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Robert MacKay’s Chaos Machine

Posted on 2020/01/14 by Carl Robitaille
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Robert MacKay's Chaos Machine. Its configuration space is a genus three surface. The dynamics of the machine are equivalent to geodesic flow on the surface, which is Anosov, hence chaotic. pic.twitter.com/09Cif6GJvt

— Henry Segerman (@henryseg) January 9, 2020
Posted in créativité, inusité, mathématiques | Leave a reply

This Beautiful Fluid Simulator Warps Time…Kind Of

Posted on 2020/01/14 by Carl Robitaille
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Researchers develop first mathematical proof for key law of turbulence in fluid mechanics

Posted on 2020/01/14 by Carl Robitaille
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Researchers develop first mathematical proof for key law of turbulence in fluid mechanics

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Proof Without Words 1/3 + (1/3)² + (1/3)³ + … = 1/2

Posted on 2020/01/14 by Carl Robitaille
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Proof Without Words
1/3 + (1/3)² + (1/3)³ + … = 1/2 pic.twitter.com/oW8T4p4JeI

— Tamás Görbe (@TamasGorbe) January 14, 2020
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A New Discovery about Dodecahedrons

Posted on 2020/01/14 by Carl Robitaille
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Posted in mathématiques | Leave a reply

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