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2 cards from this section. Quick, good the night before a test.
What does Prim's Algorithm aim to find in a weighted graph?
Think about what type of tree minimizes costs or distances.
How does Prim's algorithm compare to Dijkstra's in terms of approach?
Consider how distance is managed in both algorithms.
What is Prim's Algorithm primarily used for?
Remember its purpose in graph theory.
Is the time complexity of Prim's algorithm improved with a heap?
Think about how data structures can enhance algorithm efficiency.
Create a weighted graph with at least 6 vertices and apply Prim's algorithm. Explain each step clearly, including the edges chosen and the reasons for the choices.
Keep track of edge weights as you go.
Propose a method to deal with multiple edges of the same weight when implementing Prim's algorithm.
How can you maintain consistent edge priorities?
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