Season 2 Episode
- Season 2 The Monty Hall Problem
- Season 2 Simpson's Paradox
- Season 2 Non-Euclidean Geometries
- Season 2 Planar Tessellations
- Season 2 Graph Theory
- Season 2 Alicia Boole in the Land of Polytopes
- Season 2 The Kepler Conjecture, or How to Store Your Cannonballs
- Season 2 Chaos Theory or Order in Disorder
- Season 2 Kovaleskaya's Spinning Top or The Best Way to Spin
- Season 2 Entscheidungsproblem: The End of Mathematics?
Journey into Maths Country - Season 2 Episode 5 Graph Theory
8.50 10 minutes The question is how to make a network that is both "economical" and "robust" without taking up too much space.
This is a theoretical question worked on by the great Russian mathematician Andrey Kolmogorov (1903-1987). But this theoretical question also conditions the way in which we can build a computer network or... a human brain: to be intelligent without having a big head, you need a neural network that is efficient BUT ALSO compact! Mention Szemeredi lemma?
