In[]:=
AnimatedTMMultispaceIndicator[{{{1,1}{1,0,-1}},{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},5]
Out[]=
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},5]
Out[]=
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},5]
Out[]=
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},7]
Out[]=
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,1,-1}},{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},5]
Out[]=
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},4]
Out[]=
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},7]
Out[]=
AnimatedTMMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},7]
In[]:=
AnimatedTMMultispace[{{{1,1}{1,0,-1}},{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},5,{.6,1.5}]
Out[]=
In[]:=
With[{t=7},ResourceFunction["MultiwayTuringMachine"][{{{1,1}{1,0,-1}},{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},{{1,t+1,0},Table[0,2t+1]},t,"BranchialGraphStructure"]]
Out[]=
In[]:=
With[{t=7},MultiwayTuringMachine[{{{1,1}{1,0,-1}},{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},{{1,t+1,0},Table[0,2t+1]},t,"BranchialGraph",VertexSize4]]
Out[]=
In[]:=
With[{t=3},MultiwayTuringMachine[{{{1,1}{1,0,-1}},{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},{{1,t+1,0},Table[0,2t+1]},t,"BranchialGraph",VertexSize4]]
Out[]=
In[]:=
With[{t=3},MultiwayTuringMachine[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},{{1,t+1,0},Table[0,2t+1]},t,"BranchialGraph",VertexSize4]]
Out[]=
Branchial Graphs
Branchial Graphs
Add Rules One By One
Add Rules One By One
Cyclic Tapes
Cyclic Tapes
Once the cell is orange it gets stuck....
If deterministic, out degree is always 1....
Looking at Weights
Looking at Weights
Causal Graph
Causal Graph