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Hyperedge-based rules
Hyperedge-based rules
2 3-edges (2 symbols) ⟶ 3 3-edges (3 symbols)
2 3-edges (2 symbols) ⟶ 3 3-edges (3 symbols)
In[]:=
Union[Table[RandomInteger[{1,2},{2,3}]->RandomInteger[{1,3},{3,3}],30]]
Out[]=
In[]:=
ParallelMapMonitored[SafeHyperModelTestButton[#,10,4]&,%]
Out[]=
In[]:=
Union[Table[RandomInteger[{1,2},{2,3}]->RandomInteger[{1,3},{3,3}],30]];
In[]:=
ParallelMapMonitored[SafeHyperModelTestButton[#,10,4]&,%]
Out[]=
2 3-edges (2 symbols) ⟶ 4 3-edges (3 symbols)
2 3-edges (2 symbols) ⟶ 4 3-edges (3 symbols)
In[]:=
Union[Table[RandomInteger[{1,2},{2,3}]->RandomInteger[{1,3},{4,3}],30]];
In[]:=
ParallelMapMonitored[SafeHyperModelTestButton[#,10,4]&,%]
Out[]=
In[]:=
OrderedHypergraphPlot[WolframModel[{{2,2,1},{2,2,2}}{{1,1,3},{1,1,1},{2,1,2},{3,3,2}},Table[{0,0,0},3],15,"FinalState"]]
Out[]=
In[]:=
OrderedHypergraphPlot[WolframModel[{{2,2,1},{2,2,2}}{{1,1,3},{1,1,1},{2,1,2},{3,3,2}},Table[{0,0,0},3],25,"FinalState"]]
Out[]=
2 3-edges (2 symbols) ⟶ 4 3-edges (4 symbols)
2 3-edges (2 symbols) ⟶ 4 3-edges (4 symbols)
2 3-edges (3 symbols) ⟶ 4 3-edges (4 symbols)
2 3-edges (3 symbols) ⟶ 4 3-edges (4 symbols)