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4 cards from this section. Quick, good the night before a test.
What does BFS stand for?
Remember the order of exploration!
How is a graph represented using an adjacency list?
Consider which representation is more efficient for sparse graphs.
What is the purpose of BFS in graph theory?
Think about the graph traversal method.
True or False: BFS can find paths in weighted graphs.
Recall how BFS measures distance.
In a graph with 8 vertices and 7 edges, illustrate the BFS traversal starting from vertex 1. What will the queue look like after visiting each vertex?
Remember to keep track of visited vertices.
Given an unweighted graph, how does BFS compare to Dijkstra’s algorithm in terms of finding paths?
Think of scenarios where weights alter the shortest path.
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