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Loss reduction in electric energy distribution systems can be considered as a hidden source of energy. These systems operate with a radial configuration. The problem of obtaining a topology with minimum losses can be seen as a generalization of minimum spanning tree problem. The paper discusses representations for the problem of loss reduction through reconfiguration of the network. Models with fixed and variable demands are considered. Solution techniques to find good solutions in adequate computational time to the models proposed in the paper are discussed. A reduced model of a distribution network is used to show important aspects of the problem, under fixed and variable demand representations.
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