then the operation WUNION(xi, x;) adds the set x; to the children of x;. (b) What is returned by the two calls to FINDSET? Explain. 3. Design a non-recursive algorithm for the CFINDSET (collapsing find) disjoint set algorithm. Establish the correctness and analyze the running time of your algorithm. 4. The transpose GT of a directed graph G = (V,E) reverses all its edges that is, GT = (V {( 1211 ) = V x V · ( U72) = F}) Design efficient algorithms for computing GT from G.
then the operation WUNION(xi, x;) adds the set x; to the children of x;. (b) What is returned by the two calls to FINDSET? Explain. 3. Design a non-recursive algorithm for the CFINDSET (collapsing find) disjoint set algorithm. Establish the correctness and analyze the running time of your algorithm. 4. The transpose GT of a directed graph G = (V,E) reverses all its edges that is, GT = (V {( 1211 ) = V x V · ( U72) = F}) Design efficient algorithms for computing GT from G.
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Transcribed Image Text:then the operation WUNION(xi, x;) adds the set x; to the children of x;.
(b) What is returned by the two calls to FINDSET? Explain.
3. Design a non-recursive algorithm for the CFINDSET (collapsing find) disjoint set algorithm.
Establish the correctness and analyze the running time of your algorithm.
4. The transpose GT of a directed graph G = (V,E) reverses all its edges that is, GT =
(V {( 1211 ) = V x V · ( U72) = F}) Design efficient algorithms for computing GT from G.
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