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Data Modelling & AIData Structure & Algorithm

Algorithms | Graph Shortest Paths | Question 7

Thapelo Manthata
By Thapelo Manthata
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What is the time complexity of Bellman-Ford single-source shortest path algorithm on a complete graph of n vertices?

(A) \Theta(n^2)
(B) \Theta(n^2 Logn)
(C) \Theta(n^3)
(D) \Theta(n^3 Logn)

Answer: (C)
Explanation: Time complexity of Bellman-Ford algorithm is \Theta(VE) where V is number of vertices and E is number edges (See this). If the graph is complete, the value of E becomes \Theta(V^2). So overall time complexity becomes \Theta(V^3)
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