Tag: Team seminar

Optimal curing policy for epidemic spreading over a community network with heterogeneous population

-- Francesco De Pellegrini (University of Avignon)

summary: The design of an efficient curing policy, able to stem an epidemic process at an affordable cost, has to account for the structure of the population contact network supporting the contagious process. Thus, we tackle the problem of allocating recovery resources among the population, at the lowest cost possible ...

Overcoming interference in the beeping communication model

-- Fabien Dufoulon (University Paris South)

summary: Small inexpensive inter-communicating electronic devices have become widely available. Although the individual device has severely limited capabilities (e.g., basic communication, constant-size memory or limited mobility), multitudes of such weak devices communicating together are able to form low-cost, easily deployable, yet highly performant networks. Such distributed systems present significant ...

Scalable Load Balancing - Distributed Algorithms and the Packing Model

-- Vinicius Freitas

summary: Load imbalance is a recurring problem in High Performance Computing (HPC), which leads to suboptimal performance via the under-use of available resources. As computing systems grow larger, resource management and load balancing become a costly process, especially for dynamic applications that demand periodical workload balance. With this in mind ...

graph algorithms to help molecular construction

-- Stefi Nouleho (GALAC, LRI)

Summary: In organic chemistry, when a new molecule is designed, it is necessary to determine chemical reactions that can be used to synthesize this target molecule from available compounds. Finding such chemical reactions consists usually in searching in a reaction database (such as REAXYS or ChEBI) for a molecule that ...

Sur le nombre des (d,k)-polytopes

-- Rado Rakotonarivo (LIPN, University of Paris 13)

Résumé :

Un polytope est l'enveloppe convexe d'un ensemble fini de points dans un espace euclidien. On dénotera par (d,k)-polytope un polytope entier de dimension d de R^d et contenu dans l'hypercube [0,k]^d. Ce sont des objets faciles à décrire mais dont la ...

Economics of Age of Information (AoI) Management: Pricing and Competition

-- Lingjie Duan (GALAC, LRI)

Summary: Fueled by the rapid development of communication networks and sensors in portable devices, today many mobile users are invited by content providers to sense and send back real-time useful information (e.g., traffic observations and sensor data) to keep the freshness of the online platforms’ content updates. However, due ...

Expérimentations sur le calcul hautes performances en combinatoire énumérative et algébrique.

-- Florent Hivert (GALAC, LRI)

Summary :

In this talk, I will report on several experiments around large scale enumerations in enumerative and algebraic combinatorics.

I'll describe a methodology used to achieve large speedups in several enumeration problems. Indeed, in many combinatorial structures (permutations, partitions, monomials, young tableaux), the data can be encoded as a ...

Fighting epidemics with the maximum spectral subgraph

-- Paul Beaujean (GALAC, LRI)

Summary: Recent developments in mathematical epidemiology have identified a relationship between the time to extinction of an epidemic spreading over a network and the spectral radius of the underlying graph i.e. the largest eigenvalue of its adjacency matrix. At the same time, new generation networking technologies such as NFV ...

Self-Stabilization and Byzantine Tolerance for Maximal Matching

-- Laurence Pilard (GALAC, LRI)

Summary: 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 ...

Reconfiguration Distribuée de Problèmes de Graphes

-- Mikael Rabie (GALAC, LRI)

Summary: En théorie des graphes, un problème de configuration est le suivant : est-il possible d'aller d'une solution valide d'un problème à une autre, en passant par un chemin de solutions acceptables ? Quelle est la longueur minimale d'un chemin ? Quelle est la complexité ? Par exemple, un problème ...

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