Dynamical Systems, Nonautonomous Differential Equations, and Critical Transitions Meeting
Plenary talks
Cinzia Elia, Università degli studi di Bari Aldo Modo Non Symmetric Coupling to enhance Network Synchronization
Roberta Fabbri, Università degli Studi di Firenze Controllability for nonautonomous control systems
Ulrike Feudel, Carl von Ossietzky Universität Oldenburg Strange Nonchaotic Attractors in quasiperiodically forced systems revisited
Michael Ghil, University of California, Los Angeles Dynamical Systems meet Algebraic Topology in the Climate Sciences
Àlex Haro, Universitat de Barcelona Some translated tori theorems and applications
Christopher K.R.T. Jones, University of North Carolina at Chapel Hill Survival of a Species with a Moving Habitat
Peter Kloeden, Universität Tübingen Attractors of Caputo fractional differential equations
Iacopo P. Longo, Imperial College London Nonautonomous Differential Equations in the Presence of Bounded Noise
Carmen Núñez, Universidad de Valladolid Some nonautonomous bifurcation and critical transitions results for concave-convex scalar ODEs
Christian Pötzsche, Alpen-Adria Universität Klagenfurt Evans function, parity and nonautonomous bifurcation
Martin Rasmussen, Imperial College London Conditioned Lyapunov exponents for random dynamical systems
Ana M. Sanz, Universidad de Valladolid Tracking nonautonomous attractors in singularly perturbed systems of ODEs with dependence on the fast time
Joan Carles Tatjer, Universitat de Barcelona Non-smooth bifurcations, fractalization and Strange Non Chaotic Attractors for simple models of quasiperiodically forced maps
Yingfei Yi, University of Alberta Synchronization in Markov random networks
Young invited talks
Néstor P. Jara, Universidad de Chile A generalization of Siegmund’s normal forms theorem to systems with µ-dichotomies
Ana Mayora-Cebollero, Universidad de Zaragoza The Role of Synaptic Dynamics in Coupled Neural Populations
Carmen Mayora-Cebollero, Universidad de Zaragoza Deep Learning to Approximate the Full Lyapunov Exponents Spectrum with Single-Variable Time Series
David Rackl, Alpen-Adria Universität Klagenfurt From Models to Bifurcations: A Comparison Principle for Nonautonomous Difference Equations