Peter Schäfer

Research staff member of SFB TRR 161, Project B06: 
Adaptive Algorithms for Graph Views and View Transitions.

Teaching Assistance

• 2020-22 Summer Term: Programming Course 2
• 2021-22 Winter Term: Algorithm Engineering

Publications

• P.Schäfer, S.Storandt, J.Zink: Optimal Polyline Simplification under the Local Fréchet Distance in Near-Quadratic Time. CCCG 2023, Montreal 
• P.Schäfer, N.Rodrigues, D.Weiskopf, S.Storandt: Group Diagrams for Simplified Representation of Scanpaths, VINCI 2022, Chur - Journal of Visualisation.
• Y.Bosch, P.Schäfer, J. Spoerhase, S.Storandt, J.Zink: Consistent Simplification of Polyline Tree Bundles, COCOON 2021, Tainan
  https://link.springer.com/book/10.1007/978-3-030-89543-3
• Y.Bosch, P.Schäfer, S.Storandt: Polyline Bundle Simplification on Trees, EuroCG 2021, St.Petersburg.
  http://eurocg21.spbu.ru/wp-content/uploads/2021/04/EuroCG_2021_paper_18.pdf
• P.Schäfer: Fréchet View – A Tool for Exploring Fréchet Distance Algorithms, SoCG 2019, Portland, pp. 66:1–66:5.
  https://drops.dagstuhl.de/opus/volltexte/2019/10556/pdf/lipics-vol129-socg2019-complete.pdf