Physics for the Birds

12:47

The Samurai-Toilet Paper Problem

13:35

How Many Ways Can You Fold a Map?

10:48

The Topological Problem with Voting

16:17

Solving the "Lights Out" Problem

3:39

Breeding Virtual Pugs to Have Words in their Wrinkles

13:38

Turing's Cake (and other wrinkly math)

10:26

Why Möbius Strips Make Better Pianos

12:10

3D Vision, Magic Eye, and Jell-O

11:13

The Sound of those Buzzing Magnets

7:32

Random Rhombus Tilings

11:00

Is Legend of Zelda Turing Complete?

11:51

The Double Bubble Theorem

14:11

Can You Make a Quantum Computer out of Olive Oil?

13:12

What do LEGO bricks and celestial bodies have in common?

6:18

Calculating pi with a Synthesizer

12:05

The Statistics of Microwave Popcorn

13:25

So, space isn't a 4D Pringle... Maybe a donut?

10:48

James Webb Space Telescope and the Traveling Salesman Problem

17:48

Why do humans like jazz? (evolution of music, entropy, and physics of neurons)

8:52

How to turn a circle inside out (Visual Calculus and the Tractrix)

12:42

We (could) live on a 4D Pringle (Non-Euclidean Geometry and the shape of the Universe)