Friday, March 23, 2007

Dynamics of generic multidimensional linear differential systems

Mário Bessa
(Universidade do Porto)

Abstract: We prove that there exists a residual set $R$ of all $d$-dimensional linear differential systems based in an invariant flow and with transition matrix evolving in the general linear group such that, for any $A\in R$ and for a.e. point, its splitting along the orbit has uniform projective hyperbolicity or else the Lyapunov spectrum is trivial.

Friday, March 23, 2007
Time: 11h30
Room: Sala Delta, Edificio Quelhas, ISEG