
11min.
Short Trips in the Land of Math - Season 1 - The Riemann Hypothesis
Episode 10/10
Description
Deciphering Riemann's hypothesis brings us back to one of the oldest subjects in mathematics: prime numbers.
End of the trips in the land of math with an arduous hike. It is better to be strong on the complex plane. Because it is about an unsolved mystery of mathematics, namely: the distribution of prime numbers. Riemann made a hypothesis considered as valid but still not proven, that is to say that it is not a walk in the park. Let's go slowly...
Actions pédagogiques
Épisodes de la série

10min
Short Trips in the Land of Math - Season 1 - Gödel's Theorem
Episode 6/10

10min
Short Trips in the Land of Math - Season 1 - The Game of Life
Episode 7/10

11min
Short Trips in the Land of Math - Season 1 - The irrational Numbers
Episode 8/10

11min
Short Trips in the Land of Math - Season 1 - Picnic on the complex Plane
Episode 9/10

11min
Short Trips in the Land of Math - Season 1 - The Riemann Hypothesis
Episode 10/10

10min
Short Trips in the Land of Math - Season 1 - The Prisonner's Dilemma
Épisode 5/10

10min
Short Trips in the Land of Math - Season 1 - Towards Infinity... and Beyond
Episode 4/10

10min
Short Trips in the Land of Math - Season 1 - Infinitesimal Calculus
Episode 2/10

10min
Short Trips in the Land of Math - Season 1 - The Poincaré Conjecture
Episode 3/10

10min
Short trips in the Land of Math - Season 1 - The Law of Anomalous Numbers
Episode 1/10

9min
Short Trips in the Land of Math - The Monty Hall Problem
Season 2

9min
Short Trips in the Land of Math - Simpson's Paradox
Season 2

9min
Short Trips in the Land of Math - Non-Euclidean Geometries
Season 2

9min
Short Trips in the Land of Math - Planar Tessellations
Season 2

9min
Short Trips in the Land of Math - Graph Theory
Season 2

9min
