Saif Ur Rehman Saif

  Definition: Kruskal's algorithm for finding the shortest forest of non-directional edge-weighted graphs If the graph is connected, it finds the minimum spanning tree. . consists of a minimum spanning tree for each connected component.) Greedy algorithms in graph theory add the lowest weight edge that will not form a loop in the spanning forest at least at each step. Algorithm: create a forest (a set of trees), where each vertex in the graph is a separate tree create a sorted set containing all the edges in the graph while sorted set is nonempty and set of tree is not yet spanning Remove an edge with minimum weight from sorted set If the edge is removed to join two different trees, combine the two trees into one tree and add it to the  forest After the algorithm is finished, the forest forms the least sparse forest of the graph. If the graph is connected, then the forest has a subset and forms a minimum spanning tree. YouTube Video  Click here to see video how to solve ...

Definition:   Prim's   algorithm   is   a   greedy   algorithm   that   finds   the   minimum   spanning   tree   of   a   largely   undirected   graph.  This   means   that   the   edges   that   make   up   the   tree   containing   each   sentence   find   their   edges   and   the   total   weight   of   all   the   edges   in   the  tree   is   reduced. How to solve Prim's Algorithm? If you want to see the solving video on YouTube in Hindi/Urdu Language . Click here Description: The   algorithm   can   be   defined   informally   by   following   these   steps: Initialize   a   random   unigram   tree   from   the   graph. Edge   Growing   Tree:   Find ...