@INPROCEEDINGS{DeJuRuSt00,
  author = {Dellnitz, Michael and Junge, Oliver and Rumpf, Martin and Strzodka,
	Robert},
  title = {The computation of an unstable invariant set inside a cylinder containing
	a knotted flow},
  booktitle = {Equadiff},
  year = {2000},
  editor = {B. Fiedler and K. Gr{\"{o}}ger and J. Sprekels},
  pages = {1015--1020},
  publisher = {World Scientific},
  abstract = {We perform a numerical study of a knotted flow through a cylinder.
	In this example - which is due to Conley - based on certain assumptions
	on the flow Wazewski's Theorem guarantees the existence of an unstable
	invariant set inside the cylinder. We explicitly construct a flow
	with the desired properties and approximate the corresponding invariant
	set using set oriented multilevel subdivision techniques.}
}