File:Fancy noun recursive transition network.svg

Summary

Description
English: Recursive transition network for "fancy nouns" from Douglas Hofstadter's Gödel, Escher, Bach
Date
Source Own work
Author Eviatar Bach
SVG development
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Source code
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Graphviz mscgen code

digraph g{rankdir=LR
  a -> b
  a [label="begin",shape=ellipse,fillcolor="#8dd3c7",style="filled"];
  b [label="Ornate noun",shape=box,fillcolor="palegreen",style="filled,rounded"];
  b -> c
  b -> f
  b -> d
  c [label="Relative pronoun",shape=box,fillcolor="palegreen",style="filled,rounded"];
  d [label="Preposition",shape=box,fillcolor="palegreen",style="filled,rounded"];
  g [label="Fancy noun",shape=box,fillcolor="palegreen",style="filled,rounded"];
  h [label="Verb",shape=box,fillcolor="palegreen",style="filled,rounded"];
  i [label="Verb",shape=box,fillcolor="palegreen",style="filled,rounded"];
  j [label="Fancy noun",shape=box,fillcolor="palegreen",style="filled,rounded"];
  f [label="end",shape=ellipse,fillcolor="#8dd3c7",style="filled"];
  e [label="Fancy noun",shape=box,fillcolor="palegreen",style="filled,rounded"];
  d -> e
  e -> f
  c -> g
  c -> h
  g -> i
  i -> f
  h -> j
  j -> f
}

Licensing

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Category:CC-Zero#Fancy%20noun%20recursive%20transition%20network.svg
Category:Self-published work Category:SVG directed graphs Category:Douglas Hofstadter Category:Files by User:InverseHypercube Category:Images with Graphviz source code Category:Recursive algorithms Category:Syntax
Category:CC-Zero Category:Douglas Hofstadter Category:Files by User:InverseHypercube Category:Images with Graphviz source code Category:Recursive algorithms Category:SVG directed graphs Category:Self-published work Category:Syntax Category:Translation possible - SVG Category:Valid SVG created with Graphviz code