Speaker | Affiliation | Title of talk |
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Andò, Alessia | University of Udine | Convergence analysis of collocation methods for the computation of periodic solutions of delay systems |
Balázs, István | Bolyai Institute, University of Szeged | A differential equation with a state-dependent queueing delay |
Bánhelyi, Balázs | University of Szeged | On the existence and stabilization of an upper unstable limit cycle of the damped forced pendulum |
Bartha, Ferenc A. | University of Szeged | On the stability of a system of delayed logistic equations with patch structure |
Baštinec, Jaromír | Brno University of Technology | Positive solutions of a class of linear discrete equations with delays |
Bognár, Gabriella | University of Miskolc | Instabilities in MBE growth equation |
Boldog, Péter | University of Szeged | Mean-field models of go-or-grow type with realistic cell cycle length distributions |
Budzinskiy, Stanislav | Lomonosov Moscow State University | Spirals in a delayed reaction-diffusion equation: from a thin annulus to a circle and back again |
Buedo-Fernández, Sebastián | Universidade de Santiago de Compostela | Global attraction in systems of DDEs via the study of difference equations |
Čermák, Jan | Brno University of Technology | Delay-dependent stability switches in fractional differential equations |
Cernea, Aurelian | University of Bucharest | On the mild solutions of a second-order integro-differential inclusion |
Csizmadia, László | Bolyai Institute, University of Szeged | Periodicity, stability and instability in elementary way |
Das, Bornali | University of Szeged | Two biological applications of a simple linear chain |
de Wolff, Babette | Freie Universität Berlin | Pseudospectral approximation for bifurcation problems in delay equations |
Du, Zengji | Jiangsu Normal University | The existence of solitary wave solutions of perturbed delayed Camassa–Holm equations |
Eremin, Alexey | Saint-Petersburg State University | An approach to blow-up times detection for delay-differential equations |
Fujimoto, Kodai | Masaryk University | Asymptotic problems for nonlinear ordinary differential equations with $\varphi$-Laplacian |
Garab, Ábel | University of Klagenfurt | Absence of superexponential solutions for a cyclic system of delay differential equations |
Gierzkiewicz, Anna | Agriculture University in Krakow | Computer-assisted proofs of chaos in low-dimensional dynamical systems |
György, Szilvia | Eötvös Loránd University | Qualitative properties of a class of retarded dynamical systems |
Hegedűs, Jenő | Bolyai Institute, University of Szeged | A sharpening of the Duhamel's principle for the forced vibration of an infinite string |
Hénot, Olivier | McGill University | Validated numerics for the unstable manifold of delay differential equations |
Ibrahim, Mahmoud | Bolyai Institute, University of Szeged | Threshold dynamics in a model for Zika virus disease with seasonality |
Juránek, Jakub | Masaryk University | Non-oscillation criteria for half-linear difference and differential equations with asymptotically periodic coefficients |
Kovács, Sándor | Eötvös Loránd University | Qualitative properties of a class of retarded dynamical systems |
Ladics, Tamás | John von Neumann university | Waveform relaxation method for nonlinear problems |
Lelkes, János | Budapest University of Technology and Economics | Bifurcation analysis of a harmonically forced delay equation |
Lois-Prados, Cristina | Universidade de Santiago de Compostela | Global dynamics of Lasota's discrete-time model for blood cell production |
López Nieto, Alejandro | Freie Universität Berlin | Characterization of periodic solutions for scalar delay equations with monotone feedback and even-odd symmetry |
Mincsovics, Miklós Emil | Budapest University of Technology and Economics | How to teach one step and linear multistep methods |
Muqbel, Khalil | Bolyai Institute, University of Szeged | Optimal temporary non-pharmaceutical intervention strategies for epidemic outbreaks |
Neogrády-Kiss, Márton | Eötvös Loránd University | Dynamics of recurrent neural networks with piece-wise constant activation functions |
Oliveira, José J. | University of Minho | Global attractivity of the periodic solution for a periodic model of hematopoiesis |
Onitsuka, Masakazu | Okayama University of Science | Hyers-Ulam stability for first-order linear differential equations with periodic coefficient |
Pátíková, Zuzana | Tomas Bata University in Zlín | Conditionally oscillatory half-linear differential equations and Hille-Nehari type criteria |
Pereira, Aldo | Universidade de Brasilia | Global bifurcation for nonlinear dynamic equations on time scales |
Reinfelds, Andrejs | Institute of Mathematics and Computer Science, University of Latvia | Decoupling of quasilinear systems on time scales |
Schneider, Isabelle | Freie Universität Berlin | Equivariant Pyragas control: theoretical mechanism versus experimental verification |
Simon, László | Eötvös Loránd University | On qualitative behavior of multiple solutions of quasilinear parabolic functional equations |
Spek, Len | University of Twente | Non-linear and spectral analysis of neural field models with transmission delays and diffusion |
Stehlík, Petr | University of West Bohemia | Multichromatic travelling waves for lattice Nagumo reaction diffusion equation |
Švígler, Vladimír | University of West Bohemia | Counting and ordering periodic stationary solutions of lattice Nagumo equations |
Svoboda, Zdeněk | CEITEC Brno University of Technology | Positive monotone solutions of a neutral-type equation system |
Szczelina, Robert | Jagiellonian University | Some improvements in a rigorous integration of delay differential equations |
Tekeli, Tamás | Bolyai Institute, University of Szeged | Stability and oscillations in multistage SIS models depend on the number of stages |
Volek, Jonáš | NTIS, Faculty of Applied Sciences, University of West Bohemia in Pilsen | Multiplicity of critical points for minimax functionals and applications to differential equations |
Walawska, Irmina | Jagiellonian University | Validated numerics for period-tupling and touch-and-go bifurcations of symmetric periodic orbits in reversible system |
Zsiros, Ádám | Budapest University of Technology and Economics | Tuning the parameters of a mechanistic chain oscillator model to match the Kolmogorov spectrum of turbulence |