Tuesday, September 10
14:30 – Opening
15:00-15:45 – Ken PALMER “On Sil’nikov saddle-focus homoclinic orbits”
15:50-16:35 – Carmen NUÑEZ “Li-Yorke chaos in a noautonomous Hopf bifurcation pattern”
16:40-17:00 – coffee break
17:00-17:25 – Cinzia ELIA “Periodic orbits of planar discontinuous systems under discretization”
17:30-17:55 – Luca ZAMPOGNI “Some results on the scattering theory for the Sturm-Liouville operator and applications”
18:00-18:25 – Andrea SFECCI “Periodic motions in presence of an infinite twist: the harmony of compactness”
20:00 – Dinner
Wednesday, September 11
9:15-10:00 – Roberta FABBRI “On the solvability of the Yakubovich minimization problem”
10:05-10:50 – Christian PÖTZSCHE “Fine structure of the dichotomy spectrum”
10:55-11:15 – coffee break
11:15-11:40 – Alberto BOSCAGGIN “Generalized periodic solutions to perturbed Kepler problems”
11:45-12:10 – Maurizio GARRIONE “Periodic solutions and stability for some models involving rectangular plates”
12:15-13:00 – Fabio ZANOLIN “Subharmonic solutions and chaotic dynamics for a class of periodically perturbed Duffing equations: from the Poincaré-Birkhoff twist theorem to Linked Twist Maps”
13:00 – Lunch
15:30 – Closing