Français Anglais
Accueil Annuaire Plan du site
Accueil > Evenements > Séminaires
Séminaire d'équipe(s) Graphs, ALgorithms and Combinatorics
Self-Stabilization and Byzantine Tolerance for Maximal Matching
Laurence Pilard

22 February 2019, 14:30
Salle/Bat : 445/PCRI-N
Contact :

Activités de recherche : Networking

Résumé :
We analyse the impact of transient and Byzantine faults on the construction of a maximal matching in a general network. In particular, we consider the self-stabilizing algorithm called AnonyMatch presented by Cohen et al. in PPL'2016 for computing such a matching. Since self-stabilization is transient fault tolerant, we prove that this algorithm still works under the more difficult context of arbitrary Byzantine faults. Byzantine nodes can prevent nodes close to them from taking part in the matching for an arbitrarily long time. We give some bound on their impact depending on the distance between a non-Byzantine node and the closest Byzantine, called the containment radius. We present the first algorithm tolerating both transient and Byzantine faults under the fair distributed daemon while keeping the best known containment radius.

Pour en savoir plus :
Séminaires
Heterogeneous Treatment Effects Estimation: When M
Automated Reasoning
Thursday 02 June 2022 - 10:30
Salle : 2011 - DIG-Moulon
Naoufal Acharki .............................................

Witness Generation for JSON Schema
Data-Centric Languages and Systems
Monday 30 May 2022 - 00:00
Salle : 455 - PCRI-N
Mohamed-Amine BAAZIZI .............................................

TUTORIAL CODALAB - Apprenez à organiser un challen
Wednesday 13 April 2022 - 00:00
Salle : 1 - DIG-Moulon
Adrien Pavao .............................................

Generative Neural Networks for Observational Causa
Automated Reasoning
Thursday 07 April 2022 - 10:30
Salle : 2011 - DIG-Moulon
Diviyan Kalainathan .............................................

Datamining in Epi- and Phylogenetics
Tuesday 15 March 2022 - 11:00
Salle : 455 - PCRI-N
Thomas Haschka .............................................