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NetworkSystem

Symbols

  • CyclicNet
  • NetworkSystemDisplay
  • NetworkSystemEvolutionList
  • NetworkSystemEvolutionPlot
  • NetworkSystemRule
WolframInstitute`NetworkSystem`
NetworkSystemEvolutionPlot
​
NetworkSystemEvolutionPlot[rules,init,t]
plots the evolution of a two-link neighbour dependent network system up to time step
t
given the rules themselves in the form
{d,rules}
discussed in
NetworkSystemRule
[]
.
​
​
NetworkSystemEvolutionPlot[code,init,t]
plots the evolution of a two-link neighbour dependent network system up to time step
t
given the rule code
code
.
​
Details and Options

Examples  
(2)
Basic Examples  
(1)
Using explicit rules NKS network on
page200
:
In[1]:=
rules={1,{{1}#,{2}#}}&/@{{{{1},{2}},{2}},{{{2},{1}},{2}}}
Out[1]=
{{1,{{1}{{{1},{2}},{2}},{2}{{{1},{2}},{2}}}},{1,{{1}{{{2},{1}},{2}},{2}{{{2},{1}},{2}}}}}
In[2]:=
NetworkSystemEvolutionPlot
rules1,
CyclicNet
[1],4
Out[2]=
In[3]:=
NetworkSystemEvolutionPlot
rules2,
CyclicNet
[1],4
Out[3]=
Using codes:
In[4]:=
NetworkSystemEvolutionPlot
1118,
CyclicNet
[1],10
Out[4]=
A range of different evolution networks:
In[5]:=
NetworkSystemEvolutionPlot
#,
CyclicNet
[1],2&/@Range[70,90]
Out[5]=

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
Distance 2 network evolution:
In[6]:=
NetworkSystemEvolutionPlot
12472289834238,
CyclicNet
[3],2,"Depth"2
Out[6]=
Another distance 2 rule:

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