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CombinatorToDAG/@CombinatorEvolveList[s[s][s][s[s]][s][s],5]
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SKDAGList[s[s][s][s[s]][s][s],5]
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Graph[#,VertexLabelsPlaced[Automatic,Automatic,ToString]]&/@SKDAGList[s[s][s][s[s]][s][s],2]
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In the WM case, could include all steps in an evolution, then draw hyper-hyperedges, which join hyperedges from different steps.
Orange edge represents the updated subpart; which then “pulled back” into the full expression [[[ the rewrite edge could point to the
Orange lines are nodes in the causal graph.... [as are dotted orange lines]
Connections:
1. The incidence of orange+ edges [i.e. common expression]
2. An orange line and its “parallel” pullback event [[ every pullback event has a parent, which could be another pullback event... ]]
< causal invariance: may have to merge pullback events ... >
Connections:
1. The incidence of orange+ edges [i.e. common expression]
2. An orange line and its “parallel” pullback event [[ every pullback event has a parent, which could be another pullback event... ]]
< causal invariance: may have to merge pullback events ... >
[[[ This gives a bug ::: ]]]
Second type of edge joins tree-like separated events.....
Probably the true graph removes some of these events....
Probably the true graph removes some of these events....
Fixed Points
Fixed Points