Evènement pour le groupe

**Algorithmique Distribuée**
Date | 2015-10-12 14:00-15:00 |

Titre | On Distinguishing Views in Symmetric Networks. |

Résumé | The view of a node in a port-labeled network is an infinite tree encoding all walks in the network originating from this node. It is an important concept in the context of symmetry breaking in distributed systems. For example a deterministic rendezvous is infeasible if the agents start from positions with the same views. We want to decide if two views are identical but we would like to compare the infinite trees truncated to certain depth d. We are looking for such d that if the views truncated to depth d are equal then the whole infinite trees are also equal and there are some nodes whose views differ only at depth d. It turns out that truncating to depth Theta(D*log(n/D)) (where D is the diameter and n is the number of nodes) is always sufficient and sometimes necessary to distinguish the views.
The talk will be based on two papers:
Views in a graph: to which depth must equality be checked?
Julien M. Hendrickx
Distinguishing Views in Symmetric Networks: A Tight Lower Bound
Dariusz Dereniowski, Adrian Kosowski, Dominik Paj?k |

Lieu | 178 |

Orateur | Dominik Pajak |

Url | University of Cambridge |

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