7–10 juin 2021
En Ligne
Fuseau horaire Europe/Paris

Session

Présentations Doctorants

DOC1
8 juin 2021, 15:30
En Ligne

En Ligne

https://greenlight.lal.cloud.math.cnrs.fr/b/oli-yhz-7hx

Présidents de session

Présentations Doctorants: Présentations Etudiants 1

  • Il n'a pas de président de session pour ce bloc

Présentations Doctorants: Présentations Doctorants 2

  • Il n'a pas de président de session pour ce bloc

Présentations Doctorants: Présentations Doctorants 3

  • Olivier Blazy

Documents de présentation

Aucun document.

  1. M. Charles Balthazar
    08/06/2021 15:30
  2. Léo Gayral (Université de Toulouse)
    08/06/2021 15:55

    we introduce a noisy framework for SFTs, allowing some amount of forbidden patterns to appear. Using the Besicovitch distance, which permits a global comparison of configurations, we then study the closeness of noisy measures to non-noisy ones as the amount of noise goes to 0. Our first main result is the full classification of the (in)stability in the one-dimensional case. Our second main...

    Aller à la page de la contribution
  3. Khaydar Nurligareev (Université Paris 13)
    08/06/2021 16:20

    There are a number of combinatorial structures that admit a notion of connectivity, including graphs
    as the most commonly used example. We are interested in the probability that a random labeled object
    is connected, as its size tends to in?nity. We will show that the asymptotics for these probabilities can
    be obtained in a common manner and that asymptotic coe?cients have a combinatorial...

    Aller à la page de la contribution
  4. Sacha Huriot (ENS Paris Scalay)
    08/06/2021 16:45
  5. Julien Esnay (ENS-Lyon)
    09/06/2021 09:00

    The Cayley graph of a group is a way to visualize its structure as a graph. A Subshift of Finite Type (SFT) on a group is the set of all the colorings of the Cayley graph that use a given finite number of colors and respect a given finite number of adjacency rules between colored vertices. Initially studied on $\mathbb{Z}$ as tilings of the biinfinite line with dominoes, the notion was...

    Aller à la page de la contribution
  6. Anaïs Barthoulot (Orange)
    09/06/2021 09:25
  7. Dr Mélodie Andrieu-Estevez (Institut de Mathématiques de Marseille)
    10/06/2021 09:30
Ordre du jour en construction...