Jeanne Lazzarini talks about kaleidoscopes and the mathematics that makes them work. This "beautiful form watcher" uses the laws of reflection to make ever-changing repeated symmetries. The use of more mirrors, rectangles, cylinders or pyramids create even more complex patterns.
--- Send in a voice message: https://podcasters.spotify.com/pod/show/the-art-of-mathematics/messageEgyptian Fractions
Da Vinci's Math Teacher: Merging the Practical and Theoretical
Alon Amit, sharing the mathematical journey in Quora and Math Circles
Too Much Math in the Schools? These Books Counter That Narrow View
Books for the Mathematical Tourist
Meet the young Davidson Fellowship winners
Gödel's Incompleteness, Fundamental Truths, and Reasoning in Math and Law
Math and the Law
Fabulous Fibonacci
Vowels and Sounds and a Little Calculus
The Hat: A Newly Discovered "Ein-stein" Tessellation Tile
Interfacing Music and Mathematics
Fourier Analysis: It's Not Just for Differential Equations
Joseph Fourier, the Heat Equation and the Age of the Earth
The Ten Most Important Theorems in Mathematics, Part II
The Ten Most Important Theorems in Mathematics, Part I
Surprisingly Better than 50-50
Fascinating Fractals
Approximation by Rationals: A New Focus
Create your
podcast in
minutes
It is Free
Breaking Math Podcast
The Universe Speaks in Numbers
Opinionated History of Mathematics
My Favorite Theorem
Biostatistics Podcast