Dependency graph of Euclid's Elements
Dependency graph of Euclid's Elements
[LLM Generated]
Dependency data
Dependency data
The full dependency association is embedded directly in this notebook (see the Data section at the end), so the notebook is self-contained and needs no external files.
In[]:=
{Length@depGraph,Total[Length@#["Dependencies"]&/@Values@depGraph]}
Out[]=
{606,2195}
Graph
Graph
In[]:=
edges=Flatten@KeyValueMap[Function[{id,info},#->id&/@info["Dependencies"]],depGraph];g=Graph[Keys@depGraph,edges,VertexStyle->(#->Switch[depGraph[#]["Kind"],"Def",RGBColor[0.95,0.80,0.60],"Post",RGBColor[0.70,0.85,0.95],"CN",RGBColor[0.90,0.90,0.70],"Prop",RGBColor[0.85,0.78,0.95]]&/@Keys@depGraph),GraphLayout->"LayeredDigraphEmbedding",VertexSize->0.8,EdgeStyle->Directive[Opacity[0.25],GrayLevel[0.4]],ImageSize->Large]
Out[]=
Topological layers
Topological layers
In[]:=
topo=TopologicalSort@g;layers=ReverseSortBy[GatherBy[Keys@depGraph,Function[id,If[depGraph[id]["Dependencies"]==={},0,Max[depGraph[#]["Num"]&/@depGraph[id]["Dependencies"]]]]],Length];{Length@topo,Length/@Take[layers,UpTo@5]}
Out[]=
{606,{147,26,22,21,19}}
Sources
Sources
In[]:=
sources=Select[Keys@depGraph,depGraph[#]["Dependencies"]==={}&];TableForm@{Length@sources,GroupBy[sources,depGraph[#]["Kind"]&,Length]}
Out[]=
147 |
CN5,Def131,Post5,Prop6 |
Most depended on
Most depended on
In[]:=
outDeg=VertexOutDegree[g,#]&/@Keys@depGraph;ranked=Reverse@SortBy[Transpose@{Keys@depGraph,outDeg},Last];TableForm[Take[ranked,20],TableHeadings->{None,{"Item","Dependents"}}]
Out[]=
Item | Dependents |
PropX.11 | 58 |
PropVI.1 | 50 |
PropV.11 | 50 |
PropI.3 | 47 |
PropI.4 | 42 |
PropI.31 | 40 |
CNI.1 | 35 |
PropX.13 | 33 |
PropI.11 | 32 |
PropX.6 | 31 |
PropIII.1 | 29 |
PropX.73 | 28 |
PostI.1 | 28 |
PropX.22 | 27 |
PropV.7 | 27 |
PropV.16 | 24 |
PropI.34 | 24 |
PropX.21 | 23 |
PropX.15 | 23 |
PropI.8 | 23 |
Closure of Proposition I.1
Closure of Proposition I.1
In[]:=
ancestors[id_]:=Module[{stack,visited},visited=<||>;stack=depGraph[id]["Dependencies"];While[stack=!={},With[{next=First@stack},stack=Rest@stack;If[!KeyExistsQ[visited,next],visited[next]=True;stack=Join[stack,depGraph[next]["Dependencies"]]]]];Keys@visited];closure=Prepend[ancestors@"PropI.1","PropI.1"];Subgraph[g,closure,GraphLayout->"LayeredDigraphEmbedding",VertexLabels->"Name",ImageSize->Large]
Out[]=
Data
Data
The dependency association (606 items, extracted by ), embedded inline as a compressed literal. This cell is an initialization cell, so it defines for the analysis above.
Scripts/extract_dependencies.py
depGraph
In[]:=
depGraph=Uncompress["1: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"];
Attribution
Attribution