------------- Apresentar Digrafo - Presenting Digraph ------------- Digrafo lido do ficheiro (digraph read from file) digrafo5.txt Vertexes = 5 / Edges = 6 Vertice 1 > 2 ( 1) 3 ( 5) 4 ( 3) Vertice 2 > 3 ( 6) 4 ( 2) Vertice 3 > 4 ( 4) Vertice 4 > Vertice 5 > =================================================================== Vertice (Vertex) 1 Fonte (Source) Vertice (Vertex) 2 Normal Vertice (Vertex) 3 Normal Vertice (Vertex) 4 Sumidouro (Sink) Vertice (Vertex) 5 Desconexo (Disconnected) =================================================================== Classificacao do vertice (Vertex Classification) 1 = 0.375000 Classificacao do vertice (Vertex Classification) 2 = 0.375000 Classificacao do vertice (Vertex Classification) 3 = 0.375000 Classificacao do vertice (Vertex Classification) 4 = 0.375000 Classificacao do vertice (Vertex Classification) 5 = 0.000000 =================================================================== Sucessores do vertice 2 a distancia inferior a 1 Successors of vertex 2 at a distance less than 1 Nao existem vertices sucessores - There are no successor vertexes =================================================================== Sucessores do vertice 1 a distancia inferior a 5 Successors of vertex 1 at a distance less than 5 2 Vertex(es) -> 2 4 =================================================================== Arestas incidentes no vertice 1 - Edges incident on vertex 1 Nao existem arestas incidentes - There are no incident edges =================================================================== Arestas incidentes no vertice 3 - Edges incident on vertex 3 2 Edge(s) -> (1 - 3) (2 - 3) =================================================================== Subdividir aresta 1->3 - Split edge 1->3 ---- Apresentar Digrafo Original - Presenting Original Digraph ---- Vertexes = 5 / Edges = 6 Vertice 1 > 2 ( 1) 3 ( 5) 4 ( 3) Vertice 2 > 3 ( 6) 4 ( 2) Vertice 3 > 4 ( 4) Vertice 4 > Vertice 5 > ---- Apresentar Digrafo Alterado - Presenting Changed Digraph ----- Vertexes = 6 / Edges = 7 Vertice 1 > 2 ( 1) 4 ( 3) 6 ( 2) Vertice 2 > 3 ( 6) 4 ( 2) Vertice 3 > 4 ( 4) Vertice 4 > Vertice 5 > Vertice 6 > 3 ( 3) =================================================================== Cindir vertice 3 - Split vertex 3 ---- Apresentar Digrafo Original - Presenting Original Digraph ---- Vertexes = 5 / Edges = 6 Vertice 1 > 2 ( 1) 3 ( 5) 4 ( 3) Vertice 2 > 3 ( 6) 4 ( 2) Vertice 3 > 4 ( 4) Vertice 4 > Vertice 5 > ---- Apresentar Digrafo Alterado - Presenting Changed Digraph ----- Vertexes = 6 / Edges = 7 Vertice 1 > 2 ( 1) 4 ( 3) 6 ( 5) Vertice 2 > 4 ( 2) 6 ( 6) Vertice 4 > Vertice 5 > Vertice 6 > 7 ( 0) Vertice 7 > 4 ( 4) ===================================================================