Special Session
5
Differential delay equations
Organizer(s):
Fatihcan M. Atay
Bernhard Lani-Wayda
Hans-Otto.Walther@math.uni-giessen.de
Introduction:
The session aims to cover recent developments in the qualitative theory of differential delay equations, for example structure of attractors, bifurcation, global dynamical behavior, equations with state-dependent delay.
List of abstracts
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Name
Country
Title
Karl P Hadeler
Germany
Quiescent phases and delay equations
Gabriella Vas
Hungary
The unstable set of a periodic orbit for delayed positive feedback
Qingwen Hu
USA
Global Hopf bifurcation of differential equations with threshold type state-dependent delay
Robert Szczelina
Poland
Rigorous integration of Delay Differential Equations
Benjamin B Kennedy
USA
Oscillation speed and periodic solutions for a class of integro-differential equations with negative feedback
Ferenc Hartung
Hungary
On neutral differential equations with state-dependent delays
Matthias Wolfrum
Germany
Amplitude equations for DDEs with large delay
Eugen Stumpf
Germany
Attraction property of local center-unstable manifolds for differential equations with state-dependent delay
Wolfgang Ruess
Germany
Flow invariance for state-dependent delay differential equations
Hermen Jan Hupkes
Netherlands
Travelling Waves for Fully Discretized Bistable Reaction-Diffusion Problems
Teresa Faria
Portugal
Global dynamics for some classes of Lotka-Volterra systems with infinite delay
Gregory Derfel
Israel
Probabilistic methods for a class of equations with rescaling
Anatoli F Ivanov
USA
Periodic solutions of a singular delay equation with a Farey nonlinearity
Tibor Krisztin
Hungary
The structure of unstable sets for delayed monotone feedback