Created
April 3, 2017 20:40
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Simple Python Implementing Breadth First Search Algorithm., enlightenment from here https://pythoninwonderland.wordpress.com/2017/03/18/how-to-implement-breadth-first-search-in-python/
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graph = { | |
'A': ['B', 'C', 'E'], | |
'B': ['A', 'D', 'E'], | |
'C': ['A', 'F', 'G'], | |
'D': ['B'], | |
'E': ['A', 'B', 'D'], | |
'F': ['C'], | |
'G': ['C'] | |
} | |
def bfs_connected_graph(graph, start, goal): | |
# keeping track visited | |
visited = [] | |
queue = [[start]] | |
if start == goal: | |
"completed" | |
while queue: | |
print ("queue %r" % queue) | |
# pop the first from queue | |
path = queue.pop(0) | |
print ("path : %r" % path) | |
node = path[-1] | |
print ("node %r" % node) | |
if node not in visited: | |
visited.append(node) | |
print ("visited node: %r" % visited) | |
neighbours = graph[node] | |
print ("neighbours {}".format(neighbours)) | |
for n in neighbours: | |
new_path = list(path) | |
new_path.append(n) | |
queue.append(n) | |
if n == goal: | |
return print("finished %r" % new_path) | |
visited.append(node) | |
return "does not exist" | |
if __name__ == '__main__': | |
start = input('choose starting graph ?[A-G](capitalize) > ') | |
goal = input('choose your goal ?[A-G](capitalize) > ') | |
bfs_connected_graph(graph, start, goal) |
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