9 Tuloksia löytyi "Tiedosto:Grötzsch_graph.svg".

Tiedosto:Grötzsch graph.svg

image of the fourth Mycielski graph. Mycielski proved in 1955 that for every k ≥ 1 {\displaystyle k\geq 1} there is a graph with chromatic number k that...


Tiedosto:Groetzsch graph 4COL.svg

David Eppstein 441x432 (1775 Bytes) {{Information |Description=The Grötzsch graph |Source=self-made |Date=1 Jun 2007 |Author= [[User:David Eppstein|]]...


Tiedosto:Groetzsch-graph.png

  The w:Grötzsch graph. English...


Tiedosto:Grötzsch graph as a Mycielskian.svg

DescriptionGrötzsch graph as a Mycielskian.svg The Grötzsch graph as the Mycielskian of a 5-cycle graph. Date 29 October 2006 Source self-made; originally...


Tiedosto:Groetsch-3-coloring.svg

I, the copyright holder of this work, hereby publish it under the following license: English 3-colored triangle-free planar graph...


Tiedosto:Mycielskian construction of 11-vertex Grotzsch graph.png

construction of 11-vertex Grotzsch graph.png English: Mycielskian construction applied to a 5-cycle graph, producing the Grötzsch graph with 11 vertices and...


Tiedosto:Gráfica de Grötzsch.svg

DescriptionGráfica de Grötzsch.svg Español: Gráfica de Grötzsch coloreada con cuatro colores. Date 12 May 2016 Source Own work Author Samsitta...


Tiedosto:Groetzsch-graph.svg

DescriptionGroetzsch-graph.svg The Grötzsch graph Date 22 July 2010 Source Own work, drawn with the Lombardi Spirograph Author David Eppstein...


Tiedosto:Groetzsch-as-Mycielski.png

File:Grötzsch graph as a Mycielskian.svg is a vector version of this file. It should be used in place of this PNG file when not inferior. File:Groetzsch-as-Mycielski...