Engineering, 25.02.2020 22:28 olivernolasco23
We say an edge e is "necessary" for the Minimum Spanning Tree T(G, E) if when we delete it, the weight of the MST increases. So we have that W(T(V, E \ {e})) > W(T(V, E))). Show that an edge e is necessary iff for every cycle C in G that contains it, e is not the maximum weight edge in this cycle (so there exists e 0 โ C such that we 0 > we)
Answers: 1
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We say an edge e is "necessary" for the Minimum Spanning Tree T(G, E) if when we delete it, the weig...
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