GRAPH DRAWING CONTEST 2019 report
CONTEST COMMITTEE
Philipp Kindermann
University of Würzburg
Tamara Mchedlidze
Karlsruhe Institute of Technology
Ignaz Rutter
University of Passau
GRAPH DRAWING CONTEST 2019 report CONTEST COMMITTEE Philipp - - PowerPoint PPT Presentation
GRAPH DRAWING CONTEST 2019 report CONTEST COMMITTEE Philipp Kindermann University of Wrzburg Tamara Mchedlidze Karlsruhe Institute of Technology Ignaz Rutter University of Passau GRAPH DRAWING CONTEST historic perspective GRAPH DRAWING
CONTEST COMMITTEE
Philipp Kindermann
University of Würzburg
Tamara Mchedlidze
Karlsruhe Institute of Technology
Ignaz Rutter
University of Passau
5 10 15 20 25 30 35 40 45 number of categories number of winners number of submissions 1994 1995 1996 1997 1998 1999 2000 2001 2002 2003 2004 2005 2006 2007 2008 2009 2010 2011 2012 2013 2014 2015 2016 2017 2018 2019
1994 Uwe Wuerker • Stefan Hougardy • Petra Mutzel & Thomas Odenthal • Georg Sander 2013 Jos de Jong & Giovanni Pazienza • Remus Zelina, Sebastian Bota, Siebren Houtman & Radu Balaban • Thomas Bläsius & Ignaz Rutter 1995 Falk Schreiber & Carsten Friedrich • Vladimir Batagelj & Andrej Mrvar • Paulis Kikusts & Peteris Rucevskis • Georg Sander 1996 Ulrich Fößmeier & Michael Kaufmann • Vladimir Batagelj & Andrej Mrvar • Falk Schreiber & Carsten Friedrich • Thomas Kamps, Jörg Kleinz & Thomas Reichenberger 1997 B. Bascary, B. Cattan, A. Cohen-Solal, M. Philip & H. Szigeti • Vladimir Batagelj & Andrej Mrvar • Michael Kaufmann & Gunnar Klau • Thomas Ziegler & Petra Mutzel • Cristian Ghezzi • Falk Schreiber & Carsten Friedrich 1998 Vladimir Batagelj & Andrej Mrvar • Petrus Abri Santoso & Andi Surjanto • Roland Wiese 1999 Vladimir Batagelj & Andrej Mrvar • Ulrik Brandes • Karlis Freivalds & Paulis Kikusts • Rowena Mankelow 2000 Nikola S. Nikolov • Vladimir Batagelj & Andrej Mrvar • Jan Adamec • C. Duncan, P . Gajer, M. Goodrich & S. Kobourov • Robby Schönfeld & Nikola S. Nikolov 2001 Ulrik Brandes & Marco Gärtler • C. Gutwenger, K. Klein, J. Kupke & S. Leipert • Roland Wiese • Carsten Friedrich • Merijam Percan 2002 Daniel Gmach • Paul Holleis & Thomas Zimmermann • Nikola S. Nikolov & Patrick Healey
2003 Daniel Gmach, Paul Holleis & Thomas Zimmermann • Christian Kuklas, Dirk Koschützki & Falk Schreiber 2004 Andrei Grecu & Gunnar Klau • Ulrik Brandes, Daniel Fleischer & Thomas Puppe 2005 Markus Chimani, Carsten Gutwenger & Karsten Klein • V . Batagelj, A. Mrvar, A. Ahmed, X. Fu, S. Hong & D. Merrick • Marco Gärtler & Markus Krug 2006 Michael McGuffin • Adel Admed, Seok-Hee Hong, Quan Nguyen & Donald Taylor • Adel Admed, Xiaoyan Fu, Seok-Hee Hong, Quan Nguyen & Kai Xu • Fabrizio Frati & Markus Geyer • Andreas Gerasch & team 2007 Wolfgang Brunner & Jens Schmidt • Robert Theron, Rodrigo Santamaria, Juan Garcia, Diego Gomez & Vadim Paz-Madrid • Felix Heinen 2008 Yifan Hu & Emden Gansner • Melanie Badent & Pietro Palladino • Melanie Badent, Martin Mader & Christian Piech • Hoi-Ming Wong, Markus Chimani & Karsten Klein 2009 Hui Liu • Nicholas Jefferson • Melanie Badent & Michael Baur • Hoi-Ming Wong & Karsten Klein • Joe Fowler 2010 Quan Nguyen • Sergey Pupyrev • M. Baur,
Mutzel & Hoi-Ming Wong • Maarten Löffler & Martin Nöllenburg 2011 Hanley Weng • M. Löffler, D. Eppstein, M. Goodrich & S. Kobourov • R. Zelina, S. Bota, S. Houtman & R. Ban • Sergey Pupyrev • Maarten Löffler & Martin Nöllenburg 2012 Roman Prutkin • Sergey Pupyrev • Remus Zelina, S. Bota, S. Houtman & R. Balaban • Tobias Brinkjost • A. Bauer, I. Rutter, J. Vordermeier & M. Kaufmann 2014 Martin Nöllenburg • Remus Zelina, Sebastian Bota, Siebren Houtman & Radu Balaban • Tamara Mchedlidze, Martin Nöllenburg, Alexander Khomenko, Igor Karlinsky & Denis Knöpfle • Philipp Kindermann, Fabian Lipp & Wadim Reimche 2015 Tamara Mchedlidze • Jennifer Hood & Pat Morin • Boris Klemz, Ulf Rüegg & Fabian Lipp • Josef Cibulka 2017 Steven Shangzhou Wang • Fabian Klute & Irene Parada • Theresa Fröschl, Jonathan Klawitter & Darren Strash • Almut Demel, Dominik Dürrschnabel, Tamara Mchedlidze, Marcel Radermacher & Lasse Wulf 2016 Fabian Klute • Jonathan Klawitter & Tamara Mchedlidze • Michael Bekos, Thanasis Lianeas & Chrysanthi Raftopoulou • Johan de Ruiter 2018 Evmorfia Argyriou, Michael Baur, Anne Eberle & Armin Gufler • Florian Grötschla, Tamar Mirbach, Christian Ortlieb, Tamara Mchedlidze & Marcel Radermacher • Myroslav Kryven & Johannes Zink • Amadäus Spallek, Christian Geckeler, Henry Förster & Michael Bekos 2019 ?
CREATIVE TOPICS LIVE CHALLENGE Marvel Cinematic Universe Meal Ingredients manual category automatic category
Draw the graph of appearances of superheroes in the Marvel Cinematic Universe movies as of 2018. Draw the graph of occurences of ingredients in popular meals. In one hour, draw a number of directed graphs as straight-line upwards embeddings in the plane, minimizing the number of crossings.
CREATIVE TOPICS LIVE CHALLENGE Marvel Cinematic Universe Meal Ingredients manual category automatic category
Draw the graph of appearances of superheroes in the Marvel Cinematic Universe movies as of 2018. Draw the graph of occurences of ingredients in popular meals. In one hour, draw a number of directed graphs as straight-line upwards embeddings in the plane, minimizing the number of crossings.
6 submissions 4 submissions 15 submissions 4 submissions
Australia Austria Germany Cyprus Czech Republic France United Kingdom 12 1 26 18 3 creative topics live challenge Canada Italy
Participating individuals per country
2 5 1 6 New Zealand 1 United States 3
Marvel Cinematic Universe Graph
the hero appeared in the movie
Marvel Cinematic Universe Graph
the hero appeared in the movie
Marvel Cinematic Universe Graph
the hero appeared in the movie
Velitchko Filipov, Alessio Arleo, Davice Ceneda, and Silvia Miksch
3rd Place
2nd Place
Markus Wallinger
1st Place
Evmorfia Argyriou Christian Brunnermeier Anne Eberle Johannes Rössel
TheMealDB database
an area (e.g. Indian)
TheMealDB database
an area (e.g. Indian)
3rd Place
James Wood Marni Torkel Ereina Gomez Amyra Meidiana Peter Eades Seok-Hee Hong
2nd Place
Elektra Kypridemou Christos Rodosthenous
1st Place
Guangping Li Soeren Nickel Martin Nöllenburg Ivan Viola Hsiang-Yun Wu
Crossing Minimization in Upward Drawings
with vertices on grid
drawing
the number of crossings
Crossing Minimization in Upward Drawings
with vertices on grid
drawing
the number of crossings
1 2 3 4
Crossing Minimization in Upward Drawings
with vertices on grid
drawing
the number of crossings
1 3 4 2
Crossing Minimization in Upward Drawings
with vertices on grid
drawing
the number of crossings
1 3 4 2
input best manual best automatic graph 1 Aaaaaah 0 crossings 0 crossings
input best manual best automatic graph 2 36% Battery Remaining League 4 crossings 4 crossings
input best manual best automatic graph 2 36% Battery Remaining League 4 crossings 4 crossings
input best manual best automatic graph 3 Vertigo 5 crossings 5 crossings
input best manual best automatic graph 3 Vertigo 5 crossings 5 crossings
input best manual best automatic graph 4 UpperCut 5 crossings 4 crossings
input best manual best automatic graph 4 UpperCut 5 crossings 4 crossings
input best manual best automatic graph 5 Dinosaurs 32 crossings 32 crossings
input best manual best automatic graph 5 Dinosaurs 32 crossings 32 crossings
graph 2
input best manual best automatic graph 6 scho+ 196 crossings 81 crossings
graph 3 graph 2
input best manual best automatic graph 6 scho+ 196 crossings 81 crossings
best automatic graph 7 7 crossings
best automatic graph 7 7 crossings
best automatic graph 7 7 crossings
best automatic graph 8 307 crossings
best automatic graph 8 307 crossings
best automatic graph 9 38 crossings
best automatic graph 9 38 crossings
best automatic graph 10 1568 crossings
best automatic graph 10 1568 crossings
best automatic graph 11 1721 crossings
best automatic graph 11 1721 crossings
best automatic graph 12 147628 crossings
best automatic graph 12 147628 crossings
balloon UpperCut 1 device per team UPGD19 Vertigo
graph
Discrete geometers 36% Battery Remaining PAF scho+ Dinosaurs #OnlyGoodDrawings IV Complicated Graphs Now Austrians Aaaaaah
balloon UpperCut 1 device per team UPGD19 Vertigo
1 graph
Discrete geometers 36% Battery Remaining PAF scho+ Dinosaurs #OnlyGoodDrawings IV Complicated Graphs Now Austrians Aaaaaah
2 2 4 6 2 4 2 2 2 2
balloon UpperCut 1 device per team UPGD19 Vertigo
1 graph 2
Discrete geometers 36% Battery Remaining PAF scho+ Dinosaurs #OnlyGoodDrawings IV Complicated Graphs Now Austrians Aaaaaah
2 2 4 6 2 4 2 2 2 2 14 21 13 47 20 18 4 9 16 17 8 24 22 14 8
balloon UpperCut 1 device per team UPGD19 Vertigo
1 graph 2 3
Discrete geometers 36% Battery Remaining PAF scho+ Dinosaurs #OnlyGoodDrawings IV Complicated Graphs Now Austrians Aaaaaah
2 2 4 6 2 4 2 2 2 2 14 21 13 47 20 18 4 9 16 17 8 24 22 14 8 7 9 21 70 5 5 7 6 7 7 8 147 49 5 6
balloon UpperCut 1 device per team UPGD19 Vertigo
1 graph 2 3 4
Discrete geometers 36% Battery Remaining PAF scho+ Dinosaurs #OnlyGoodDrawings IV Complicated Graphs Now Austrians Aaaaaah
2 2 4 6 2 4 2 2 2 2 14 21 13 47 20 18 4 9 16 17 8 24 22 14 8 7 9 21 70 5 5 7 6 7 7 8 147 49 5 6 27 5 8 25 9 5 7 10 12 12 6 26 10 8 6
balloon UpperCut 1 device per team UPGD19 Vertigo
1 graph 2 3 4 5
Discrete geometers 36% Battery Remaining PAF scho+ Dinosaurs #OnlyGoodDrawings IV Complicated Graphs Now Austrians Aaaaaah
2 2 4 6 2 4 2 2 2 2 14 21 13 47 20 18 4 9 16 17 8 24 22 14 8 7 9 21 70 5 5 7 6 7 7 8 147 49 5 6 27 5 8 25 9 5 7 10 12 12 6 26 10 8 6
32 77 32 32 32 38 32 35 32 35 34 32 215
balloon UpperCut 1 device per team UPGD19 Vertigo
1 graph 2 3 4 5 6
Discrete geometers 36% Battery Remaining PAF scho+ Dinosaurs #OnlyGoodDrawings IV Complicated Graphs Now Austrians Aaaaaah
2 2 4 6 2 4 2 2 2 2 14 21 13 47 20 18 4 9 16 17 8 24 22 14 8 7 9 21 70 5 5 7 6 7 7 8 147 49 5 6 27 5 8 25 9 5 7 10 12 12 6 26 10 8 6
32 77 32 32 32 38 32 35 32 35 34 32 215 424 323 242 380 394 251 278 396 270 196 271 371 283 308 267
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
graph
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 14 2 2
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 2 14 2 2 108 17 19 4
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 2 3 14 2 2 108 17 19 4 176 6 10 5
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 2 3 4 14 2 2 108 17 19 4 176 6 10 5 39 7 13 4
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 2 3 4 5 14 2 2 108 17 19 4 176 6 10 5 39 7 13 4 32 40 48 32
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 2 3 4 5 6 14 2 2 108 17 19 4 176 6 10 5 39 7 13 4 32 40 48 32 437 354 297 81
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 2 3 4 5 6 7 14 2 2 108 17 19 4 176 6 10 5 39 7 13 4 32 40 48 32 437 354 297 81 267
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 2 3 4 5 6 7 8 14 2 2 108 17 19 4 176 6 10 5 39 7 13 4 32 40 48 32 437 354 297 81 267 2730 307
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 2 3 4 5 6 7 8 9 14 2 2 108 17 19 4 176 6 10 5 39 7 13 4 32 40 48 32 437 354 297 81 267 2730 307 495 38
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 2 3 4 5 6 7 8 9 10 14 2 2 108 17 19 4 176 6 10 5 39 7 13 4 32 40 48 32 437 354 297 81 267 2730 307 495 38 6405 1568
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 2 3 4 5 6 7 8 9 10 11 14 2 2 108 17 19 4 176 6 10 5 39 7 13 4 32 40 48 32 437 354 297 81 267 2730 307 495 38 6405 1568 14697 1721
JáMa InfitIntersect? Uni Kassel UoA Tübingen-Bus
1 graph 2 3 4 5 6 7 8 9 10 11 12 14 2 2 108 17 19 4 176 6 10 5 39 7 13 4 32 40 48 32 437 354 297 81 267 2730 307 495 38 6405 1568 14697 1721 706388 147628
Icelandic Hrafnkels Saga Graph The saga tells of struggles between chief- tains and farmers in the east of Iceland in the 10th century. The graph de- scribes communi- cations between people.
bands, producers, promoters, production companies
actants; band is connected to performer that it contains; a producer is connected to the bands it curates. The K-Pop (Korean Popular Music) Graph
bands, producers, promoters, production companies
actants; band is connected to performer that it contains; a producer is connected to the bands it curates. The K-Pop (Korean Popular Music) Graph
Upward drawings on a fixed grid
numbers w and h
with integer vertex coordinates
drawing
number of crossings