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Graph Theory
Cut Set
Cut Set: A cut set of a connected graph G is a set S of edges with the following properties
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The removal of all edges in S disconnects G.
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The removal of some (but not all) of edges in S does not disconnects G.
As an example consider the following graph
We can disconnect G by removing the three edges bd, bc, and ce, but we cannot disconnect it by removing just two of these edges. Note that a cut set is a set of edges in which no edge is redundant.