Lecture 12: Greedy Algorithms and Minimum Spanning Tree
is an MST too. Prim’s Algorithm. Now, we can apply the insights from the optimal structure and greedy choice property to build a polynomial-time, greedy algorithm to solve the minimum spanning tree problem. Prim’s Algorithm Psuedocode. 1 Maintain priority queue. Q. on. V \S,where. v.key = min {w (u, v) |u ∈S} 2. Q = V. 3 Choose arbitrary ...
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