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Directed graphs : Let D= V,A) be a directed graph.
Let H be a directed graph obtained by directing the edges of G.
Let G="(V,A) be a directed graph and F be a set of items.
Let E be a directed graph.
Let G be a directed graph.
Let G V,E) be a directed graph; we define.
Let G = ( V ( G ), E ( G ) ) be a directed graph.
Let G be a directed graph and x0∈G.
Let G be a directed graph such that (V(G =C) and (E(G supseteqDelta).
Let E = ( E 0, E 1, r, s ) be a directed graph.
Let G be a directed graph such that every path in G has an upper bound.
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