Séminaire

Emmanuel Roubin

le 5 avril 2019
à 12h10
Critical probability of percolation over bounded region in N-dimensional Euclidean space
Following H. Tomita and C. Murakami we propose an analytical model to predict critical probability of percolation. It is based on the excursion set theory which allows us to consider N-dimensional bounded regions. Details are given for the 3D case and statistically Representative Volume Elements are calculated. Finally generalisation to the N-dimensional case is made.

Download the slides here

Localisation

Saint-Martin-d'Hères - Domaine universitaire
Bâtiment Galilée 003
Mis à jour le 5 avril 2019