I knew a girl called Captia in school. Foreign. Really hard to understand what she said.
ok I spelt it wrongCaptcha...mental note...
Just thought that in today's politically motivated world that it was a bit odd to see a word like homoclinic. cookie for anyone who gets the description for homoclinic
In mathematics, a homoclinic orbit is a trajectory of a flow of a dynamical system which joins a saddle equilibrium point to itself. More precisely, a homoclinic orbit lies in the intersection of the stable manifold and the unstable manifold of an equilibrium.
Homoclinic orbits and homoclinic points are defined in the same way for iterated functions, as the intersection of the stable set and unstable set of some fixed point or periodic point of the system.