Ousseynou MBAYE et Dimitri LE GALLIC
Math report (French)
Abstract
This paper explores the irrationality and transcendentality of \(e\) and \(\pi\). We aim to present historical results in their easiest form using only basic analytical tools. Then we present Dirichlet and Liouville's theorems in order to achieve the proof that \(e\) is transcendental. We conclude by a brief proof that \(\pi\) is transcendental invoking Hermite-Lindemann theorem.
Visualization of Dijkstra's algorithm
Project report GitHub repositoryAbstract
Visualization of Dijkstra's algorithm along adjacent pixels' difference of luminosity.
TIPE - "Sports et jeux"
TIPE reportAbstract
A short comparative experiment on airfoils and their different properties.