Marrakech 2002

Autumn School on Delay Differential Equations :
Theory and Applications

Marrakech, September 9-21, 2002

Schedule



First week

Monday September 9, 2002
08h00 – 09h00 Registration
09h00 – 10h00 Opening ceremony and reception
10h00 – 12h00 J. Hale (Georgia Tech. , USA). Functional Differential Equations - An overview
14h30 – 16h20 E. Ait Dads (U. Marrakech). Linear theory of delay differential equations in finite dimensions
16h20 – 16h40 Coffee break
16h40 – 18h30 E. Ait Dads (U. Marrakech). Linear theory of delay differential equations in finite dimensions
Tuesday September 10, 2002
08h30 – 10h05 E. Ait Dads (U. Marrakech). Linear theory of delay differential equations in finite dimensions
10h05 – 10h30 Coffee break
10h30 – 12h05 F. Kappel (U. Graz, Austria). Spectral theory of delay differential equations
15h00 – 16h35 F. Kappel (U. Graz, Austria). Spectral theory of delay differential equations
16h35 – 17h00 Coffee break
17h00 – 18h35 F. Kappel (U. Graz, Austria). Spectral theory of delay differential equations
Wednesday September 11,2002
08h30 – 10h05 J. Mallet-Paret (U. Brown, USA). Lattice differential equations and functional differential equations of mixed type
10h05 – 10h30 Coffee break
10h30 – 12h05 M.L. Hbid (U. Marrakech). A variation of constants formula for delay differential equations using the sun-star machinery.
15h00 – 16h35 M.L. Hbid (U. Marrakech). Introduction to the Hopf bifurcation theory for delay differential equations in finite dimensions: classical method, determination of center manifolds, Lyapunov method. Part I.
16h35 – 17h00 Coffee break
17h00 – 18h35 M. Ait Babram (U. Marrakech). Introduction to the Hopf bifurcation theory for delay differential equations in finite dimensions: classical method, determination of center manifolds, Lyapunov method. Part II.
Thursday September 12, 2002
08h30 – 10h05 J. Mallet-Paret (U. Brown, USA). Lattice differential equations and functional differential equations of mixed type
10h05 – 10h30 Coffee break
10h30 – 12h05 J. Mallet-Paret (U. Brown, USA). Lattice differential equations and functional differential equations of mixed type
15h00 – 16h35 M.T. Faria (U. Lisboa, Portugal). Normal forms and bifurcation in partial differential equations with delay.
16h35 – 17h00 Coffee break
17h00 – 17h45 W. Oliva (Technical University of Lisbona, Portugal). One-to-oneness, persistence and hyperbolicity of RFDE: Anosov-like and Morse-Smale systems
17h45 – 18h50 Communications of participants
Friday September 13, 2002
08h30 – 10h05 M.T. Faria (U. Lisboa, Portugal). Normal forms and bifurcation in partial differential equations with delay
10h05 – 10h30 Coffee break
10h30 – 12h05 M.T. Faria (U. Lisboa, Portugal). Normal forms and bifurcation in partial differential equations with delay
15h00 – 15h45 A. de Gaetano (CNR Rome, Italy). Glucose-Insulin regulation in man: a delayed feedback system
15h45 – 16h35 Communications by participants
16h35 – 17h00 Coffee break
17h00 – 17h45 J. Arino (U. of Victoria). Time delays in epidemic models: modeling and numerical aspects.
17h45 – 19h00 Communications by participants

Second week

Monday September 16, 2002
08h30 – 10h05 H.O. Walther (U.Giessen, Germany). Geometry of delay differential equations
10h05 – 10h30 Coffee break
10h30 – 12h05 O. Arino (IRD Bondy, France). Linear theory of delay differential equations in infinite dimensions
15h00 – 16h35 K. Ezzinbi (U. Marrakech). General results on dynamical systems associated with nonlinear delay differential in infinite dimensions
16h35 – 17h00 Coffee break
17h00 – 18h35 M. Adimy (U. Pau, France). General results on dynamical systems associated with nonlinear delay differential in infinite dimensions
Tuesday September 17, 2002
08h30 – 10h05 H.O. Walther (U. Giessen, Germany). Geometry of delay differential equations
10h05 – 10h30 Coffee break
10h30 – 12h05 O. Arino (IRD Bondy, France). Linear theory of delay differential equations in infinite dimensions
15h00 – 16h35 M. Adimy (U. Pau, France). General results on dynamical systems associated with nonlinear delay differential in infinite dimensions
16h35 – 17h00 Coffee break
17h00 – 18h35 K. Ezzinbi (U. Marrakech). General results on dynamical systems associated with nonlinear delay differential in infinite dimensions
Wednesday 18, 2002
08h30 – 10h05 O. Arino (IRD Bondy, France). Linear theory of delay differential equations in infinite dimensions
10h05 – 10h30 Coffee break
10h30 – 12h05 H. O. Walther (U. Giessen, Germany). Geometry of delay differential equations
15h00 – 16h35 L. Maniar (U. Marrakech). Linear nonautonomous delay differential equations by means of extrapolation theory
Thursday September 19, 2002
08h30 – 10h05 S. Ruan (U. Dalhousie, Canada). Delay differential equations arising in population dynamics
10h05 – 10h30 Coffee break
10h30 – 12h05 K. Pakdaman (INSERM, Paris, France). Stochastic delay differential equations: applications and simulations
15h00 – 16h35 L. Chraïbi (E.N.S.A., Tangier, Morocco). Control of systems governed by delay differential equations
16h35 – 17h00 Coffee break
17h00 – 18h45 Communications by participants
Friday September 20, 2002
08h30 – 10h05 S. Ruan (U. Dalhousie, Canada). Delay differential equations arising in population dynamics
10h05 – 10h30 Coffee break
10h30 – 12h05 K. Pakdaman (INSERM, Paris, France). Stochastic delay differential equations: applications and simulations
15h00 – 16h35 L. Chraïbi (E.N.S.A., Tangier, Morocco). Control of systems governed by delay differential equations
16h35 – 17h00 Coffee break
17h00 – 18h35 L. Maniar (U. Marrakech). Linear nonautonomous delay differential equations by means of extrapolation theory
Saturday September 21, 2002
9h – 12h Round Table, Discussions and Closing Ceremony
J.A.
Last modified: Tue Sep 17 11:32:08 Pacific Daylight Time 2002