Dynamical Systems
First Poincare returns and periodic orbits
This talk is dedicated to the possibility to characterize the density function of the first Poincare
Non-hyperbolic singularities and periodic orbits: what can be learned from the topological-dynamical
Non-hyperbolic singularities and periodic orbits are two phenomena that may display extremely comple
Dynamical behaviour of neural networks
The onset of collective motion in networks of pulse-coupled oscillators will be reviewed with refere
An interesting phenomena: a mix of continuous and discrete dynamics
Systems which involve coupling between continuous and discrete dynamics are
known as Hybrid Systems.
Symmetry and synchrony in coupled cell networks
Equivariant dynamical systems have canonical flow-invariant subspaces, the fixed point subspaces of
Asynchronous Networks
Many (if not most) networks in biology, computer science, engineering and technology are asynchronou
Dynamics of Human Decisions
We study a dichotomous decision model, where individuals can make the decision yes or no and can inf
Quantitative Poincaré recurrence
Poincaré's recurrence theorem is a fundamental result, but only of qualitative nature. This drawbac