Solution-Minimum-weight edges across

Minimum-weight edges across

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The cut property at work. (a) An undirected graph. (b) Set X has three edges, and is part of the MST T on the right. (c) If S = {A, B, C, D}, then one of the minimum-weight edges across the cut (S, V - S) is e = {D, E}. X ∪ {e} is part of MST T 0, shown on the right.

Reference no: EM131154120

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Minimum-weight edges across : The cut property at work. (a) An undirected graph. (b) Set X has three edges, and is part of the MST T on the right. (c) If S = {A, B, C, D}, then one of the minimum-weight edges across the cut (S, V - S) is e = {D, E}. X ∪ {e} is part of MST T 0, ..

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Minimum-weight edges across

Reference no: EM131154120

Reference no: EM131154120

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