| Speaker | Affiliation | Title of talk |
|---|
| Bartha, Ferenc Ágoston | Bolyai Institute, University of Szeged | Homoclinic orbits for the limiting case of the Mackey–Glass equation |
| Bélair, Jacques | Université de Montréal | Coupled delayed negative feedback loops: Stability and oscillations |
| Boros, Balázs | Department of Mathematics, University of Vienna | The smallest bimolecular mass-action systems admitting Andronov–Hopf bifurcation |
| Cuadrado, Silvia | Universitat Autònoma de Barcelona | On continuously structured epidemic and ecological models |
| Dénes, Attila | Bolyai Institute, University of Szeged | Global dynamics of a compartmental model to assess the effect of transmission from deceased |
| Domoshnitsky, Alexander | Ariel University | Oscillation and asymptotic properties of second order delay equations: New trends |
| Dosla, Zuzana | Masaryk University, Brno | Unbounded solutions for differential equations with mean curvature operator |
| Engel, Maximilian | Free University of Berlin | Shear-induced chaos via stochastic forcing: A tale of finding positive Lyapunov exponents |
| Faria, Teresa | University of Lisbon | Asymptotic behaviour for nonautonomous delay differential systems |
| Farkas, József | Universitat Autònoma de Barcelona | A structured population model with distributed recruitment on a space of measures |
| Godoy Mesquita, Jaqueline | Universidade de Brasília | TBA |
| Gyllenberg, Mats | Department of Mathematics and Statistics, University of Helsinki | One-dimensional reduction of abstract renewal equations describing population dynamics |
| Hartung, Ferenc | University of Pannonia | On numerical approximation of functional differential equations with impulses using equations with piecewise constant arguments |
| Hofbauer, Josef | University of Vienna | The smallest bimolecular mass-action system with a vertical Andronov–Hopf bifurcation |
| Humphries, Tony | McGill University | Threshold delay differential equations |
| Ivanov, Anatoli | Pennsylvania State University | Periodic solutions of simple differential delay equations |
| Kennedy, Benjamin | Gettysburg College | A class of difference equations modeling state-dependent delay |
| Kovács, Mihály | Pázmány Péter Catholic University/Budapest University of Technology\\and Economics, Hungary/Chalmers University | Nonlinear semigroups for nonlocal conservation laws |
| Kovács, Sándor | Eötvös Loránd University, Department of Numerical Analysis | On the conjecture of Miklós Farkas: Bifurcation of time-periodic pattern in reaction diffusion systems |
| Kuniya, Toshikazu | Kobe University | Hopf bifurcation in a chronological age-structured SIR epidemic model |
| Liu, Rongsong | University of Wyoming | The effect of age-dependent toxicity of twig segments |
| Lóczi, Lajos | ELTE Faculty of Informatics | Optimal subsets in the stability regions of multistep methods |
| López Nieto, Alejandro | Freie Universität Berlin | The global dynamics of enharmonic oscillators |
| Magpantay, Felicia | Queen's University at Kingston | A quantification of long transient dynamics |
| Nakata, Yukihiko | Aoyama Gakuin University | Period-two solution for a class of distributed delay differential equations |
| Nishiguchi, Junya | Tohoku University | ``Mild solutions'' and variation of constants formula for delay differential equations |
| Pituk, Mihály | University of Pannonia | Global asymptotic stability of nonautonomous master equations |
| Polner, Mónika | Bolyai Institute, University of Szeged | Dynamics of a delay differential SEIR model with test, trace, isolate |
| Pötzsche, Christian | Department of Mathematics, University of Klagenfurt | From invariant manifolds to fiber bundles: Numerical dynamics of integrodifference equations |
| Řehák, Pavel | Brno University of Technology | Asymptotics of nonlinear fractional differential equations and regular variation |
| Simon, Péter | Eötvös Loránd University, Institute of Mathematics | Oscillations in neuronal network models |
| Simon Hilscher, Roman | Masaryk University | Singular Sturmian comparison theorems for even order differential equations and linear Hamiltonian systems |
| Szczelina, Robert | Jagiellonian University | A geometric method for computer assisted proofs in delay differential equations |
| Szederkényi, Gábor | Pázmány Péter Catholic University | Persistence and stability of generalized ribosome flow models |
| Tridane, Abdessamad | Department of Mathematical Sciences, College of Sciences, United Arab Emirates University, Al Ain | Global stability of a mathematical pandemic model with immigration and loss of immunity |
| Vu, Hoang Linh | VNU University of Science, Hanoi | Stability of Lyapunov exponents and Perron-type theorems |
| Wolfrum, Matthias | WIAS-Berlin | Dynamics of localized structures in DDEs with large delay |
