Mobius ladder is undirected graph

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A Mobius ladder is an undirected graph with an even number n of vertices, which can be numbered from 0 to n-1. Each vertex has three neighbors: the vertex numbered i is connected to vertices i-1, i+1, and i+n/2 (all taken modulo n). It can be converted into a directed graph by making two copies of each edge, one in each direction. For each of the six types of object in the Goodrich and Tamassia object-oriented representation, state as a function of n how many objects of that type would be used to represent the resulting directed graph.

Reference no: EM133265607

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