Question: 2. Stanley, Chapter 2.6 Let Cn be the graph obtained from the n-cube graph C by adding an edge between every vertex v and its

2. Stanley, Chapter 2.6 Let Cn be the graph obtained from

2. Stanley, Chapter 2.6 Let Cn be the graph obtained from the n-cube graph C by adding an edge between every vertex v and its antipode (the vertex which differs from v irn all n coordinates). Find the number of closed walks in Cn of length which begin (and hence end) at the origin 0 (0,0,...,0). 2. Stanley, Chapter 2.6 Let Cn be the graph obtained from the n-cube graph C by adding an edge between every vertex v and its antipode (the vertex which differs from v irn all n coordinates). Find the number of closed walks in Cn of length which begin (and hence end) at the origin 0 (0,0,...,0)

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