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The Feigenbaum Constant (4.669) - Numberphile
Penney's Game - Numberphile
An Odd Property of the Sierpiński Triangle - Numberphile
Chaos Game | Fractals emerging from chaos | Computer simulation |
The Josephus Problem - Numberphile
The Chaos Game - Geogebra Build - as seen on Numberphile
Monster Group (John Conway) - Numberphile
Game of Cat and Mouse - Numberphile
Chaotic Balls (and other animations) - Numberphile
What's so special about the Mandelbrot Set - Numberphile
Monty Hall Problem - Numberphile
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Last Updated: September 18, 2026
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Summary
Catch a more in-depth interview with Ben Sparks on our ... in GeoGebra: youtu.be/YND98T1Jh3k The Part Two: youtu.be/LBPj8E1JKaQ Featuring Simon Pampena - twitter.com/mathemaniac More links & stuff in full ... Ben Sparks explores hidden depths of a seemingly simple Binge on learning at The Great Courses Plus: ow.ly/Z5yR307LfxY The Feigenbaum Constant and Logistic Map - featuring ... Featuring Ayliean MacDonald. See brilliant.org/ I wanted to make a video about this topic for a long time, however without knowing how to code it would be really inefficient to ... The Josephus Problem, featuring Daniel Erman from University of Wisconsin-Madison. Winning at Dots and Boxes: ... In this video I build a simple simulator to generate the fractals seen in the The Monster Group explained. Conway playlist: bit.ly/ConwayNumberphile More links & stuff in full description below ... Ben Sparks discusses the math behind a curious problem.... Catch a more in-depth interview with Ben on our Matt Henderson shows us a few animations he created to depict Featuring Ben Sparks discussing the Mandelbrot Set (and Julia Sets). Catch a more in-depth interview with Ben on our ... Extended math version: youtu.be/ugbWqWCcxrg?t=2m32s A version for Dummies: youtu.be/7u6kFlWZOWg More ...