27/10/2015 – Talk by Jean-Michel Fourneau (Université de Versailles Saint Quintin)

Title: Discrete Time Stochastic Automata Network with Steady-State Product Form distribution
Time: 13:00
Location: Meeting Room, building Zeta
Type: Research result
Speaker: Jean-Michel Fourneau
Abstract: We present some sufficient conditions for a discrete time Stochastic Automata Networks (SAN) to have a steady-state distribution which has a multiplicative form. The proofs are based on algebraic properties of the tensor operations associated with SAN. Some examples are given.
Bio sketch: J.M. Fourneau is Professor of Computer Science at the University of Versailles St. Quentin, France. He was formerly with Ecole Nationale des Telecommunications, Paris and University of Paris XI Orsay as an Assistant Professor. He graduated in Statistics and Economics from Ecole Nationale de la Statistique et de l’Administation Economique, Paris and he obtained is Ph.D. and his habilitation in Computer Science at the University of Paris XI Orsay in 1987 and 1991 respectively. He is the Head of the Performance Evaluation team within PRiSM laboratory at Versailles University and his recent research interests are algorithmic performance evaluation, Stochastic Automata Networks, G-networks, stochastic bounds, and application to high speed networks, and all optical networks.