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Published byHubert Garrison Modified over 9 years ago
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Breadth First Search Queue:Dequeued Paths: Start: C Find: E Use a BFS to find the path from C to E that passes through the minimum number of nodes. Show your queue and dequeued paths to the right.
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Breadth First Search Queue: C Dequeued Paths: Start: C Find: E Step: Enqueue start node.
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Breadth First Search Queue: C Dequeued Paths: C Start: C Find: E Step: Dequeue next path.
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Breadth First Search Queue: C A,C F,C Dequeued Paths: C Start: C Find: E Step: Enqueue paths to all adjacent nodes not already on your path in a specific order (alphabetical unless otherwise stated).
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Breadth First Search Queue: C A,C F,C Dequeued Paths: C A,C Start: C Find: E Step: Dequeue next path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C Dequeued Paths: C A,C Start: C Find: E Step: Enqueue paths to all adjacent nodes not already on your path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C Dequeued Paths: C A,C F,C Start: C Find: E Step: Dequeue next path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C Dequeued Paths: C A,C F,C Start: C Find: E Step: Enqueue paths to all adjacent nodes not already on your path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C Dequeued Paths: C A,C F,C B,A,C Start: C Find: E Step: Dequeue next path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C J,B,A,C Dequeued Paths: C A,C F,C B,A,C Start: C Find: E Step: Enqueue paths to all adjacent nodes not already on your path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C J,B,A,C Dequeued Paths: C A,C F,C B,A,C F,A,C Start: C Find: E Step: Dequeue next path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C J,B,A,C G,F,A,C J,F,A,C Dequeued Paths: C A,C F,C B,A,C F,A,C Start: C Find: E Step: Enqueue paths to all adjacent nodes not already on your path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C J,B,A,C G,F,A,C J,F,A,C Dequeued Paths: C A,C F,C B,A,C F,A,C J,A,C Start: C Find: E Step: Dequeue next path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C J,B,A,C G,F,A,C J,F,A,C B,J,A,C F,J,A,C G,J,A,C Dequeued Paths: C A,C F,C B,A,C F,A,C J,A,C Start: C Find: E Step: Enqueue paths to all adjacent nodes not already on your path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C J,B,A,C G,F,A,C J,F,A,C B,J,A,C F,J,A,C G,J,A,C Dequeued Paths: C A,C F,C B,A,C F,A,C J,A,C A,F,C Start: C Find: E Step: Dequeue next path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C J,B,A,C G,F,A,C J,F,A,C B,J,A,C F,J,A,C G,J,A,C B,A,F,C J,A,F,C Dequeued Paths: C A,C F,C B,A,C F,A,C J,A,C A,F,C Start: C Find: E Step: Enqueue paths to all adjacent nodes not already on your path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C J,B,A,C G,F,A,C J,F,A,C B,J,A,C F,J,A,C G,J,A,C B,A,F,C J,A,F,C Dequeued Paths: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C Start: C Find: E Step: Dequeue next path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C J,B,A,C G,F,A,C J,F,A,C B,J,A,C F,J,A,C G,J,A,C B,A,F,C J,A,F,C D,G,F,C E,G,F,C Dequeued Paths: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C Start: C Find: E Step: Enqueue paths to all adjacent nodes not already on your path.
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Breadth First Search Queue: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C J,F,C J,B,A,C G,F,A,C J,F,A,C B,J,A,C F,J,A,C G,J,A,C B,A,F,C J,A,F,C D,G,F,C E,G,F,C Dequeued Paths: C A,C F,C B,A,C F,A,C J,A,C A,F,C G,F,C Start: C Find: E Step: With BFS, you can stop when you enqueue a path to the destination. Answer: C, F, G, E
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