Special Session 67: Topological methods for the qualitative analysis of differential equations and inclusions
Contents
In this talk we explore some applications of oriented intersection theory to `special' (i.e.
with partially assigned initial condition) periodic problems for periodically perturbed coupled
ordinary differential equations on manifolds. Analogous situations for second order
equations are analyzed too. Our remarks will be compared to known results obtained for (standard)
periodic problems using fixed point index theory. Simple examples will be investigated numerically.