Suppose you are tasked with designing a network infrastructure where minimizing the total cost of cables is crucial. Which algorithm, Prim's or Kruskal's, would you choose to construct the network, and why?
- Bellman-Ford
- Dijkstra's
- Kruskal's
- Prim's
I would choose Prim's algorithm for constructing the network in this scenario. Prim's algorithm is more efficient when the graph is dense, making it suitable for minimizing the total cost of cables in a network infrastructure. It ensures that the constructed tree spans all nodes with the minimum total weight, making it an ideal choice for cost optimization.
Loading...
Related Quiz
- What are the main advantages of using string compression techniques?
- Which type of graph is typically used for implementing topological sorting?
- Selecting a _______ pivot element in Quick Sort can significantly reduce its time complexity.
- Can BFS be used to find the shortest path between two nodes in an unweighted graph?
- In the Ford-Fulkerson algorithm, the _______ graph is used to represent remaining capacity in the network.