We study the problem of detecting a maximum embedded network submatrix in a {-1,0,+1}-matrix. Our aim is to solve the problem to optimality. We introduce a 0-1 integer linear formulation for this problem based on its representation over a signed graph. A polyhedral study is presented and a branch-and-cut algorithm is described for finding an optimal solution to the problem. Some computational experiments are carried out over a set of instances available in the literature.

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View An exact approach to the problem of extracting an embedded network matrix