from graph import Graph, Node, Queue from utils import getNode # directed and weighted digraph romania = Graph( ['Or', 'Ne', 'Ze', 'Ia', 'Ar', 'Si', 'Fa', 'Va', 'Ri', 'Ti', 'Lu', 'Pi', 'Ur', 'Hi', 'Me', 'Bu', 'Dr', 'Ef', 'Cr', 'Gi'], [ ('Or', 'Ze', 71), ('Or', 'Si', 151), ('Ne', 'Ia', 87), ('Ze', 'Ar', 75), ('Ia', 'Va', 92), ('Ar', 'Si', 140), ('Ar', 'Ti', 118), ('Si', 'Fa', 99), ('Si', 'Ri', 80), ('Fa', 'Bu', 211), ('Va', 'Ur', 142), ('Ri', 'Pi', 97), ('Ri', 'Cr', 146), ('Ti', 'Lu', 111), ('Lu', 'Me', 70), ('Me', 'Dr', 75), ('Dr', 'Cr', 120), ('Cr', 'Pi', 138), ('Pi', 'Bu', 101), ('Bu', 'Gi', 90), ('Bu', 'Ur', 85), ('Ur', 'Hi', 98), ('Hi', 'Ef', 86) ] ) def search(graph, queue, start_node_name, target_node_name): cost = 0 visited_nodes = [] # Nodes which have been visited path = [] start_node = getNode(start_node_name, graph.nodes) target_node = getNode(target_node_name, graph.nodes) queue.push(start_node) while not queue.empty(): current_node = queue.pop() visited_nodes.append(current_node.name) if current_node == target_node: path.append(current_node.name) tmp = current_node while not tmp == start_node: for edge in tmp.parent.edges: if edge.end.name == tmp.name: cost += edge.value tmp = tmp.parent path.insert(0, tmp.name) # reversed insertion else: for edge in current_node.edges: neighbor = edge.end # works with digraph, because current_node is marked at this point, a cycle is not possible if not visited_nodes.__contains__(neighbor.name): queue.push(neighbor) neighbor.parent = current_node if path.__len__() == 0: print('zwischen ' + start_node_name + ' und ' + target_node_name + ' konnte kein Pfad gefunden werden') else: print('From ' + start_node_name + ' to ' + target_node_name + ': ') print('Path: ' + path.__str__().format()) print('Cost: ' + cost.__str__()) def bfs(graph, start_node_name, target_node_name): search(graph,Queue('FIFO'),start_node_name, target_node_name) def dfs(graph, start_node_name, target_node_name): search(graph,Queue('LIFO'),start_node_name, target_node_name) def main(): bfs(romania, 'Ti', 'Bu') dfs(romania, 'Ti', 'Bu') if __name__ == "__main__": main()