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Next: 2.4. Numerical Analysis Up: Analysis Previous: 2.2. Lie GroupsSpecial

2.3. Non-lineair Partial Differential Equations

W. Alt, Bonn, Germany, C.J. van Duijn
D. Aronson, Minnesota, U.S.A., L.A. Peletier
J.B. Baillon, Lyon, France, Ph. Clément, G. Sweers
E. Beretta, Rome, Italy, J. Hulshof
F. Bernis, Madrid, Spain, L.A. Peletier
C.M. Brauner, Bordeaux, France, J. Hulshof
C. Budd, Bath, U.K., J. Hulshof, L.A. Peletier
B. Buffoni, Bath, U.K., J. Hulshof, L.A. Peletier
G. Caristi, Trieste, Italy, Ph. Clément, G. Sweers
A. Champneys, Bristol, U.K., J. Hulshof, L.A. Peletier
G. Derks, Surrey, U.K., B.W. v.d Fliert
J. Descloux, Lausanne, Switzerland, Ph. Clément, G. Sweers
D.G. De Figueiredo, Campinas, Brazil, Ph. Clément, G. Sweers
B. Franchi, Rome, Italy, L.A. Peletier
P. Freitas, Lisbon, Portugal, Ph. Clément, G. Sweers
R. van Genuchten, Zurich, Switzerland, C.J. van Duijn
H.-Ch. Grunau, Bayreuth, Germany, Ph. Clément, G. Sweers
B. Grundy, St. Andrews, Scotland, C.J. van Duijn
S Gupta, Bangalore, India, J. Hulshof, L.A. Peletier
S.P. Hastings, Pittsburgh, U.S.A., L.A. Peletier
D. Hilhorst, Orsay, France, C.J. van Duijn, L.A. Peletier
U. Hornung, Munich, Germany, C.J. van Duijn
J.R. King, Nottingham, U.K., J. Hulshof
P. Knabner, Erlangen, Germany, C.J. van Duijn
Ch. Le Merdy, Besançon, France, Ph. Clément, G. Sweers
G. Leoni, Perugia, Italy, Ph. Clément, G. Sweers
S. Londen, Helsinki, Finland, Ph. Clément, G. Sweers
R. Manásevich, Santiago, Chile, Ph. Clément, G. Sweers
J. McKenna, Connecticut, U.S.A., L.A. Peletier
Ch. Le Merdy, Besançon, France, Ph. Clément, G. Sweers
T. Meyers, Cranfield, U.K., B.W. v.d. Fliert
A. Mikelic, Lyon, France, C.J. van Duijn
K. Mischaikov, Atlanta, U.S.A., J. Hulshof, L.A. Peletier
E. Mitidieri, Trieste, Italy, Ph. Clément, G. Sweers
J. Philip, Canberra, Australia, C.J. van Duijn
S.I. Pohozaev, Moscow, Russia, J. Hulshof, L.A. Peletier
V. Radelescu, Craicova, Rumania, L.A. Peletier
C. Schmidt-Lainé, Lyon, France, J. Hulshof
S. Shishkov, Ukraine, J. Hulshof
Ch. Simader, Bayreuth, Germany, Ph. Clément, G. Sweers
M. Slemrod, Wisconsin, U.S.A., L.A. Peletier
N Stavrakakis, Crete, Greece, J. Hulshof, L.A. Peletier
C.A. Stuart, Lausanne, Switzerland, C.J. Duijn, L.A. Peletier
D. Terman, Ohio, U.S.A., L.A. Peletier
A. Tesei, Rome, Italy, J. Hulshof, L.A. Peletier
W.C. Troy, Pittsburgh, U.S.A., L.A. Peletier
P. Vuillermot, Nancy, France, Ph. Clément, G. Sweers
H. Zou, Alabama, U.S.A., L.A. Peletier


next up previous contents
Next: 2.4. Numerical Analysis Up: Analysis Previous: 2.2. Lie GroupsSpecial

J.H.M.Dassen
Fri Mar 20 16:01:06 MET 1998