In[]:=
AnimatedTMMultispaceIndicator[{{{1,1}{1,0,-1}},{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},5]
Out[]=
θ
TMAppliesMultispaceIndicator[{{{1,1}{1,0,-1}},{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},5,{1,1,1},
BoxedTrue,AxesTrue,Ticks{None,Automatic,None},AxesLabel{branchlike,spacelike,timelike},
ViewPoint{2.11823,-4.52914,0}]
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},5]
Out[]=
θ
TMAppliesMultispaceIndicator[{{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},5,{1,1,1},BoxedTrue,Axes
True,Ticks{None,Automatic,None},AxesLabel{branchlike,spacelike,timelike},ViewPoint{3.8375,
-3.20524,0}]
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},5]
Out[]=
θ
TMAppliesMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},5,{1,1,1},
BoxedTrue,AxesTrue,Ticks{None,Automatic,None},AxesLabel{branchlike,spacelike,timelike},
ViewPoint{1.50395,-4.76845,0}]
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},7]
Out[]=
θ
TMAppliesMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},7,{1,1,1},
BoxedTrue,AxesTrue,Ticks{None,Automatic,None},AxesLabel{branchlike,spacelike,timelike},
ViewPoint{0.,-5.,0}]
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,1,-1}},{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},5]
Out[]=
θ
TMAppliesMultispaceIndicator[{{{1,0}{1,1,-1}},{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},5,{1,1,1},
BoxedTrue,AxesTrue,Ticks{None,Automatic,None},AxesLabel{branchlike,spacelike,timelike},
ViewPoint{0,-5,0}]
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},4]
Out[]=
θ
TMAppliesMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},4,{1,1,1},
BoxedTrue,AxesTrue,Ticks{None,Automatic,None},AxesLabel{branchlike,spacelike,timelike},
ViewPoint{0.,-5.,0}]
In[]:=
AnimatedTMMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},7]
Out[]=
θ
TMAppliesMultispaceIndicator[{{{1,0}{1,0,1}},{{1,0}{1,1,-1}},{{1,1}{1,0,-1}}},7,{1,1,1},
BoxedTrue,AxesTrue,Ticks{None,Automatic,None},AxesLabel{branchlike,spacelike,timelike},
ViewPoint{1.66039,-4.71626,0}]
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[]=
θ
TMAppliesMultispace[{{{1,1}{1,0,-1}},{{1,0}{1,0,-1}},{{1,0}{1,1,1}}},5,{0.6,1.5},Boxed
True,AxesTrue,Ticks{None,Automatic,None},AxesLabel{branchlike,spacelike,timelike},ViewPoint
{0.,-5.,0}]
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",VertexSize4]]
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",VertexSize4]]
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",VertexSize4]]
Out[]=

Branchial Graphs

Add Rules One By One

Cyclic Tapes

Once the cell is orange it gets stuck....
If deterministic, out degree is always 1....

Looking at Weights

Causal Graph