Fecha: 26/06/2018 11:00
Lugar: Escuela de Ingenierías Industriales - Paseo del Cauce, aula B1
Grupo: G.I.R. Sistemas Dinámicos
We consider a planar linear discontinuous system with an asymptotically stable periodic orbit and we study the qualitative behavior of the numerical approximation obtained with forward Euler with and without event location. Differences and similarities with the theory for smooth systems will be highlighted and justified both numerically and theoretically. This work is done in collaboration with Luca Dieci and Timo Eirola.