| Speaker | Affiliation | Title of talk |
|---|
| Atay, Fatihcan M. | Max Planck Institute for Mathematics in the Sciences | Laplacian dynamics on graphs with time delays |
| Bátkai, András | Eötvös Loránd University | Operator splitting for dissipative delay equations |
| Belair, Jacques | Dept. Mathematics and Statistics, Université de Montréal | Distribution of delays in infectious disease models |
| Diblik, Josef | Brno University of Technology | On the critical case in oscillation for differential equations with a single delay and with several delays |
| Domoshnitsky, Alexander | Dept. of Mathematics and Computer Science, Ariel University Center | Maximum principles and stability of delay differential equations |
| Dosly, Ondrej | Department of Mathematics and Statistics, Masaryk Univesrsity, Brno | Half-linear differential equations: conditional oscillation and its applications |
| Faragó, István | Eötvös Loránd University | Comparison of different stability and convergence notions in numerical analysis |
| Faria, Teresa | University of Lisbon | Asymptotic behaviour for a Nicholson-type system with patch structure |
| Farkas, Jozsef | University of Stirling | Steady states in a structured epidemic model with Wentzell boundary condition |
| Garay, Barnabás | Pazmany Catholic University | On two aspects of multivalued dynamics |
| Graef, John | Department of Mathematics, University of Tennessee at Chattanooga | Positive solutions for a class of higher order boundary value problems with fractional q-derivatives |
| Gy?ri, István | University of Pannonia | History-dependent decay rates for a logistic equation with infnite delay |
| Hartung, Ferenc | University of Pannonia | On second-order differentiability with respect to parameters for differential equations with state-dependent delays |
| Hofbauer, Josef | University Vienna | Minmax via Lyapunov |
| Hoffman, Aaron | Franklin W. Olin College of Engineering | Multidimensional stability of traveling waves in the discrete bistable equation |
| Horváth, Miklós | Institute of Mathematics, Budapest University of Technology and Economics | Uniqueness problems in inverse scattering and the spectral shift function |
| Humphries, Tony | McGill University | Dynamics of differential equations with multiple state dependent delays |
| Insperger, Tamás | Budapest University of Technology and Economics | Equations with delayed and advanced arguments in stick balancing models |
| Kennedy, Benjamin | Gettysburg College | Existence and stability of periodic solutions of a state-dependent delay equation |
| Kovacs, Mihaly | University of Otago | The Cahn--Hilliard--Cook equation and its finite element approximation |
| Lani-Wayda, Bernhard | University of Giessen | Hopf bifurcation for semiflows in Banach spaces |
| Lauterbach, Reiner | Fachbereich Mathematik, Universitaet Hamburg | Absolutely irreducible group actions and bifurcation |
| Liz, Eduardo | University of Vigo | Bubbles for delay differential equations with negative feedback |
| Medved, Milan | Faculty of Mathematics, Physics and Informatics, Comenius University, Bratislava | On the asymptotic behavior of solutions of nonlinear differential equations of integer and also non-integer orders |
| Obaya, Rafael | University of Valladolid | Uniform persistence with applications to finite delay cellular neural networks |
| Pituk, Mihály | University of Pannonia | Asymptotic behavior of the solutions of a linear difference equation with continuous arguments |
| Rasvan, Vladimir | University of Craiova, Department of Automatic Control | Time delays, slope restrictions and monotonicity in nonlinear systems: almost linear behavior |
| Rezounenko, Alexander | Kharkiv National University | Some properties of solutions to parabolic partial differential equations with state-dependent delays |
| Ronto, Andras | Institute of Mathemathics, Academy of Sciences of the Czech Republic | On the solvability of some boundary value problems for linear functional differential equations |
| Röst, Gergely | Bolyai Institute, University of Szeged | Global attractivity principle for functional differential equations |
| Ruess, Wolfgang | Universitaet Duisburg-Essen | Flow invariance for delay equations |
| Sieber, Jan | University of Portsmouth | Periodic orbits in differential equations with state-dependent delay |
| Simon, László | Eötvös Loránd University | Nonlinear second order evolution equations with state-dependent delay |
| Wang, Haiyan | Arizona State University | Spreading speeds and traveling waves for non-cooperative reaction-diffusion systems |
| Zou, Xingfu | University of Western Ontario | Global dynamics of a delay differential equation with spatial non-locality in an unbounded domain |
