@InProceedings{shi06a,
  author    = {K.~Shi and H.~Theisel and T.~Weinkauf and H.~Hauser and H.-C.~Hege and H.-P.~Seidel},
  title     = {Path Line Oriented Topology for Periodic {2D} Time-Dependent Vector Fields},
  booktitle = {Proc. Eurographics / IEEE VGTC Symposium on Visualization (EuroVis '06)},
  year      = {2006},
  pages     = {139--146},
  address   = {Lisbon, Portugal},
  month     = {May},
  abstract  = {This paper presents an approach to extracting a path line oriented
              topological segmentation for periodic 2D time-dependent vector fields.
              Topological methods aiming in capturing the asymptotic behavior of
              path lines rarely exist because path lines are usually only defined
              over a fixed time-interval, making statements about their asymptotic
              behavior impossible. For the data class of periodic vector fields,
              this restriction does not apply any more. Our approach detects critical
              path lines as well as basins from which the path lines converge to
              the critical ones. We demonstrate our approach on a number of test
              data sets.},
  day       = {8 - 10},
  url = {http://tinoweinkauf.net/publications/absshi06a.html},
}