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Topology vs "a" Topology

Topology vs "a" Topology

Season 2 Episode 5
10:21
Beyond the Golden Ratio

Beyond the Golden Ratio

Season 2 Episode 8
8:57
How to Divide by "Zero"

How to Divide by "Zero"

Season 2 Episode 9
8:01
Telling Time on a Torus

Telling Time on a Torus

Season 2 Episode 10
7:17
What are Numbers Made of?

What are Numbers Made of?

Season 2 Episode 12
10:07
The Geometry of SET

The Geometry of SET

Season 2 Episode 14
10:21
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Infinite Series

(Almost) Unbreakable Crypto

Season 2 Episode 3

Despite what many believe, the essence of encryption isn’t really about factoring or prime numbers. So what is it about? Thanks to Vanessa Hill for playing the part of our evil hacker!

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Season
Dissecting Hypercubes with Pascal's Triangle
14:17
What does the inside of a tesseract look like? Pascal’s Triangle can tell us.
Topology Riddles | Infinite Series
13:31
Can you turn your pants inside out without taking your feet off the ground?
Building an Infinite Bridge
13:23
Using the harmonic series we can build an infinitely long bridge.
Hacking at Quantum Speed with Shor's Algorithm
16:35
Classical computers struggle to crack modern encryption.
How to Break Cryptography
15:37
Only 4 steps stand between you and the secrets hidden behind RSA cryptography.
Can We Combine pi & e to Make a Rational Number?
13:29
Can you produce a rational number by exchanging infinitely many digits of pi and e?
Solving the Wolverine Problem with Graph Coloring
13:10
At one time, Wolverine served on four different superhero teams. How did he do it?
What is a Random Walk?
12:35
To understand finance, search algorithms and even evolution you need to understand Random
Proving Pick's Theorem
11:17
What is Pick's Theorem and how can we prove it?
5 Unusual Proofs
8:44
How logic, induction, visuals, bijections, and a little algebra can prove surprising math theorems.
Infinite Chess
12:19
How long will it take to win a game of chess on an infinite chessboard?
Splitting Rent with Triangles
16:21
You can find out how to fairly divide rent between three different people even when you do
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