Programme leaders: Ph.P.J.E. Clément, S.M. Verduyn Lunel
This programme focusses on operator theoretical methods to analyze problems arising from concrete classes of integral, differential and difference equations. Both linear and non-linear equations are studied, and the problems may have a finite dimensional or infinite dimensional character.
Typical for this programme is a strong interaction with dynamical systems, partial differential equations, probability theory and complex function theory.
Important themes are the asymptotic behaviour of deterministic and of non-deterministic systems, applications and further development of the state space method, nonselfadjoint problems and completeness, the analysis of nonexpansive maps.