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Graph Theoryhard
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Let GGG be a graph with nnn vertices and mmm edges, and let AAA be its adjacency matrix. If N(k)N(k)N(k) denotes the number of closed walks of length kkk in GGG, which of the following expressions correctly relates N(k)N(k)N(k) to the eigenvalues λ1,λ2,...,λn\lambda_1, \lambda_2, ..., \lambda_nλ1​,λ2​,...,λn​ of AAA?