Browsing Universitätsbibliographie by Author "Bruckdorfer, Till"

Now showing items 1-16 of 16

1-Bend Orthogonal Partial Edge Drawing

Bruckdorfer, Till; Kaufmann, Michael; Montecchiani, Fabrizio (2014)
1-Planar Graphs have Constant Book Thickness

Kaufmann, Michael; Bruckdorfer, Till; Raftopoulou, Chrysanthi N.; Bekos, Michael A. (2015)
A practical approach for 1/4-SHPEDs

Bruckdorfer, Till; Kaufmann, Michael; Lauer, Andreas (2015)
A Universal Point Set for 2-Outerplanar Graphs

Angelini, P.; Bruckdorfer, T.; Kaufmann, M.; Mchedlidze, T. (2015)
Algorithms and Insights for Race Track

Bekos, Michael A.; Bruckdorfer, Till; Förster, Henry; Kaufmann, Michael; Poschenrieder, Simon; Stüber, Thomas (2018)
Low Ply Drawings of Trees

Angelini, Patrizio; Bekos, Michael A.; Bruckdorfer, Till; Hancl, Jaroslav; Kaufmann, Michael; Kobourov, Stephen G.; Symvonis, Antonios; Valtr, Pavel (2016)
On Embeddability of Buses in Point Sets

Bruckdorfer, T.; Kaufmann, M.; Kobourov, S. G.; Pupyrev, S. (2015)
On the area requirements of Euclidean minimum spanning trees

Angelini, Patrizio; Bruckdorfer, Till; Chiesa, Marco; Frati, Fabrizio; Kaufmann, Michael; Squarcella, Claudio (2014)
PED User Study

Bruckdorfer, T.; Kaufmann, M.; Leibßle, S. (2015)
Planar Bus Graphs

Bruckdorfer, Till; Felsner, Stefan; Kaufmann, Michael (2018)
Planar Bus Graphs

Bruckdorfer, T.; Felsner, S.; Kaufmann, M. (2017)
Progress on Partial Edge Drawings

Bruckdorfer, Till; Cornelsen, Sabine; Gutwegnger, Carsten; Kaufmann, Michael; Montecchiani, Fabrizio; Nöllenburg, Martin; Wolff, Alexander (2017)
Schematics of graphs and hypergraphs

Bruckdorfer, Till (2015)
Small Universal Point Sets for k-Outerplanar Graphs

Angelini, Patrizio; Bruckdorfer, Till; Di Battista, Giuseppe; Kaufmann, Michael; Mchedlidze, Tamara; Roselli, Vincenzo; Squarcella, Claudio (2018)
Small Universal Point Sets for k-Outerplanar Graphs

Angelini, Patrizio; Bruckdorfer, Till; Di Battista, Giuseppe; Kaufmann, Michael; Mchedlidze, Tamara; Roselli, Vincenzo; Squarcella, Claudio (2018)
The book thickness of 1-planar graphs is constant

Bekos, M. A.; Bruckdorfer, T.; Kaufmann, M.; Raftopoulou, C. N. (2017)

Now showing items 1-16 of 16

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