# Recent questions tagged kruskals-algorithm 1
If Kruskal’s algorithm is used for finding a minimum spanning tree of a weighted graph G with n vertices and m edges and edge weights are already given in a sorted list, then, What will be the time complexity to compute the minimum cost spanning tree given that union and find operations take amortized O(1) ? A O(m logn) B O(n) C O(m) D O(n logm)
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Complexity of Kruskal's algorithm for finding the minimum spanning tree of an undirected graph containing n vertices and m edges if the edges are unsorted is _______ ______________________________________________________________________________ If elements are sorted we do with Union Find algo with inverse of ... $log^{*}V$ Now from here can we derive it for unsorted edges? for ref: here
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Given graph using Prim’s or Kruskal’s algorithm, find out that how many distinct minimum cost spanning trees are possible___? My answer was 1 and given is 2 ,what I am missing ? Edit:I had confirmed with it and answer is only one tree possible.
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It may be the case that "Kruskal's Algorithm may not maintain connectivity while Prim's algorithm always does that" ? Any example which favours this ?
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Find the no. of minimum cost spanning tree using Kruskal’s or Primus algorithm i am getting "4" but the answer is given "5" ...verify please
Suppose that edge weights are uniformly distributed over half open interval $[0,1)$. Which algorithm kruskal's or prim's can make you run faster?