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Consider the following variant of the Minimum Spanning Tree ( MST ) problem. We are given an undirected graph G = ( V , E
Consider the following variant of the Minimum Spanning Tree MST problem. We are given an undirected graph GVE with a vertices numbered from o to n and medges, a positive not necessarily unique edge cost ce for each edge in E and a subset of edges Asubset E note that A may contain cycles Suppose that E represents a set of possible direct fibre links between vertices and A represents the existing set of direct fibre links between vertices. We would like to find the cheapest way to connect all the vertices into one connected network.The abstract problem we are interested in solving is to find a subset Xsubseteq Eb
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