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  • Lecture #1 Supplemental Material: Compendium of Drawing Methods for Trees
  • Lecture #1 [Reingold and Tilford 1981] Tidier Drawings of Trees
  • Lecture #1 [Supowit and Reingold 1983] The complexity of drawing trees nicely
  • Lecture #2 Web demo for force-directed approaches
  • Lecture #4 [Schnyder 1990] Embedding Planar Graphs on the Grid
  • Lecture #5 [Patrignani 2001] On the complexity of orthogonal compaction
  • Lecture #8 [de Fraysseix, de Mendez, Rosenstiehl 1994] On Triangle Contact Graphs
  • Lecture #8 [He 1993] On Finding the Rectangular Duals of Planar Triangular Graphs
  • Lecture #8 [Kant and He 1994] Two algorithms for finding rectangular duals of planar graphs
  • Lecture #9 [CGGKL18] The Partial Visibility Representation Extension Problem
  • Lecture #10 [Székely 1997] Crossing numbers and hard Erdős problems in discrete geometry
  • Lecture #10 [Bienstock and Dean 1993] Bounds for rectilinear crossing numbers
  • Lecture #10 [Schaefer 2020] The Graph Crossing Number and its Variants: A Survey
  • Lecture #10 Terry Tao's blog on Crossing Numbers
  • Lecture #10 Movie "N Is a Number: A Portrait of Paul Erdös"
  • Lecture #12 [Nöl14] A Survey on Automated Metro Map Layout Methods
  • Lecture #1-12: Bonus Summary
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Kursinformationen

 Kursbeschreibung

Beschreiben Sie kurz und prägnant, worum es in diesem Kurs geht.

 Lehrende

Oksana Firman
Tim Hegemann
BK
Boris Klemz
FK
Felix Klesen
MS
Marie Sieper
Alexander Wolff
JZ
Johannes Zink

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SS24: Seminar Algorithmik

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