9th Colloquium on the Qualitative Theory of Differential Equations


Szeged, Hungary, June 28 - July 1, 2011


Invited Talks


SpeakerAffiliationTitle of talk
Atay, Fatihcan M.Max Planck Institute for Mathematics in the SciencesLaplacian dynamics on graphs with time delays
Bátkai, AndrásEötvös Loránd UniversityOperator splitting for dissipative delay equations
Belair, JacquesDept. Mathematics and Statistics, Université de MontréalDistribution of delays in infectious disease models
Diblik, JosefBrno University of TechnologyOn the critical case in oscillation for differential equations with a single delay and with several delays
Domoshnitsky, AlexanderDept. of Mathematics and Computer Science, Ariel University CenterMaximum principles and stability of delay differential equations
Dosly, OndrejDepartment of Mathematics and Statistics, Masaryk Univesrsity, BrnoHalf-linear differential equations: conditional oscillation and its applications
Faragó, IstvánEötvös Loránd UniversityComparison of different stability and convergence notions in numerical analysis
Faria, TeresaUniversity of LisbonAsymptotic behaviour for a Nicholson-type system with patch structure
Farkas, JozsefUniversity of StirlingSteady states in a structured epidemic model with Wentzell boundary condition
Garay, BarnabásPazmany Catholic UniversityOn two aspects of multivalued dynamics
Graef, JohnDepartment of Mathematics, University of Tennessee at ChattanoogaPositive solutions for a class of higher order boundary value problems with fractional q-derivatives
Gy?ri, IstvánUniversity of PannoniaHistory-dependent decay rates for a logistic equation with infnite delay
Hartung, FerencUniversity of PannoniaOn second-order differentiability with respect to parameters for differential equations with state-dependent delays
Hofbauer, JosefUniversity ViennaMinmax via Lyapunov
Hoffman, AaronFranklin W. Olin College of EngineeringMultidimensional stability of traveling waves in the discrete bistable equation
Horváth, MiklósInstitute of Mathematics, Budapest University of Technology and EconomicsUniqueness problems in inverse scattering and the spectral shift function
Humphries, TonyMcGill UniversityDynamics of differential equations with multiple state dependent delays
Insperger, TamásBudapest University of Technology and EconomicsEquations with delayed and advanced arguments in stick balancing models
Kennedy, BenjaminGettysburg CollegeExistence and stability of periodic solutions of a state-dependent delay equation
Kovacs, MihalyUniversity of OtagoThe Cahn--Hilliard--Cook equation and its finite element approximation
Lani-Wayda, BernhardUniversity of GiessenHopf bifurcation for semiflows in Banach spaces
Lauterbach, ReinerFachbereich Mathematik, Universitaet HamburgAbsolutely irreducible group actions and bifurcation
Liz, EduardoUniversity of VigoBubbles for delay differential equations with negative feedback
Medved, MilanFaculty of Mathematics, Physics and Informatics, Comenius University, BratislavaOn the asymptotic behavior of solutions of nonlinear differential equations of integer and also non-integer orders
Obaya, RafaelUniversity of ValladolidUniform persistence with applications to finite delay cellular neural networks
Pituk, MihályUniversity of PannoniaAsymptotic behavior of the solutions of a linear difference equation with continuous arguments
Rasvan, VladimirUniversity of Craiova, Department of Automatic ControlTime delays, slope restrictions and monotonicity in nonlinear systems: almost linear behavior
Rezounenko, AlexanderKharkiv National UniversitySome properties of solutions to parabolic partial differential equations with state-dependent delays
Ronto, AndrasInstitute of Mathemathics, Academy of Sciences of the Czech RepublicOn the solvability of some boundary value problems for linear functional differential equations
Röst, GergelyBolyai Institute, University of SzegedGlobal attractivity principle for functional differential equations
Ruess, WolfgangUniversitaet Duisburg-EssenFlow invariance for delay equations
Sieber, JanUniversity of PortsmouthPeriodic orbits in differential equations with state-dependent delay
Simon, LászlóEötvös Loránd UniversityNonlinear second order evolution equations with state-dependent delay
Wang, HaiyanArizona State UniversitySpreading speeds and traveling waves for non-cooperative reaction-diffusion systems
Zou, XingfuUniversity of Western OntarioGlobal dynamics of a delay differential equation with spatial non-locality in an unbounded domain

vajdar@math.u-szeged.hu
Last change: 2011-06-27