File:Whitneys theorem exception.svg

Description The exceptional case of Whitney's theorem: these two graphs are not isomorphic but have the same line graph.
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User:Dcoetzee *derivative work Dcoetzee
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The source code of this SVG is invalid due to an error.
Category:Invalid SVG created with Text Editor:Diagrams
 
This graph was created with a text editor.
Public domain This image of simple geometry is ineligible for copyright and therefore in the public domain, because it consists entirely of information that is common property and contains no original authorship.
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Category:PD shape#Whitneys%20theorem%20exception.svgCategory:PD-shape missing SDC copyright status

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This image is a derivative work of the following images:

Uploaded with derivativeFX Category:Uploaded with derivativeFX

Category:Undirected planar graphs Category:Set of complete bipartite graphs; small red vertices Category:Claw (graph) Category:Cycle graph 3
Category:Claw (graph) Category:Cycle graph 3 Category:Invalid SVG created with Text Editor:Diagrams Category:PD shape Category:Set of complete bipartite graphs; small red vertices Category:Undirected planar graphs Category:Uploaded with derivativeFX