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Def
< vertices = v, edges = e, incidence = f > == < v,e,f,o >
is mentioned by
Def
Graph(a:A -- > f(a;b) | b:B) == < vertices = A, edges = A
B, incidence =
< a,b > . < a,f(a;b) > >
[fun-graph]
Def
Graph(x,y:T. R(x;y)) == < vertices = T, edges = {p:(T
T)| R(1of(p);2of(p)) }, incidence = Id >
[rel-graph]
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graph
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Graphs
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