HYperbolic and Kinetic Equations : Asymptotics, Numerics, Analysis

Map of the network

Please find here the short description of the collective experience in research, training etc. of each team as stated in the proposal in a concise and non-exhaustive way on one page. See the homepage maintaned by each team for more details !

• A1 - WPI Vienna + Linz, (ETH Zürich), Praha, Haifa, Tel Aviv
• F1 - Paris 9 Dauphine + Orsay, ENS-Cachan, ENPC-CERMICS, Versailles, Evry, Orléans, Tours
• F2 - ENS Ulm + Paris 6, X, INRIA
• F3 - OCC: Nice + Bordeaux, Marseille, Toulouse
• F4 - ENS Lyon + Rennes,Clermont-Ferrand, Strasbourg
• D1 - Saarbrücken + Darmstadt, Kaiserslautern, Hamburg, Ilmenau, Mainz, Münster, TU München
• D2 - - MPI Leipzig + Aachen, Bonn, Freiburg, Heidelberg, Magdeburg, Potsdam (MPI), Regensburg
• G1 - FORTH Heraklion + Samos ( + Istanbul )
• I1 - L'Aquila + Roma: IAC-CNR, "La Sapienza", "Tor Vergata"
• I2 - Ferrara + Trieste (SISSA), Bologna, Brescia, Milano, Udine
• I3 - Pavia CNR.IAN + Pavia (Uni.), Milano (Politec.), Catania
• E1 - Valencia + Bilbao, Madrid (Complutense, Politec.)
• E2 - Granada + Sevilla, Madrid (Autonoma, Carlos III), Lisboa
• S1 - Gothenburg + Karlstad, Warsaw, Wroclaw, Zielena Gora
• S2 - KTH Stockholm + Trondheim, Oslo, Bergen

• (TO) Team organizer = Scientific officer
• (CO) Coordinator
• (SiC) Scientist-in-Charge
• (SC) member of the Steering Committee
• (TC) member of the Training Committee
• (SAB) member of the Scientific Advisory Board
• (IAB) member of the Relations with Industry Board

Example : collaboration between two French teams and the Greek team :
P.L. Lions (F2) , B. Perthame (F1), P.E. Souganidis (G1) Existence and stability of entropy solutions for the hyperbolic systems of isentropic gas dynamics in Eulerian and Lagrangian coordinates CPAM vol. 49 (1996) p599-638