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We have adapted the local rewiring algorithm (S. Maslov, K. Sneppen, Science 296, 910 2002, to construct a random network where every node has exactly the same number of links k and the same proportion p of repulsive links, the no dispersion network
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We have adapted the "local rewiring algorithm" (S. Maslov, K. Sneppen, Science 296, 910 (2002)) to construct a random network where every node has exactly the same number of links k and the same proportion p of repulsive links - the "no dispersion" network
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We have also tried a version where we allow for a transient time: when a node is selected the connection to each neighbor is redefined as attractive or repulsive according to the given probability. After a large number of updates, we freeze the connections. We get a bimodal distribution suggestive of a bistable potential. In such case, perturbations induce a jump to the symmetric configuration. The reaction is stronger, but the drawback is a degraded periodicity in case of a very weak signal
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We have also tried a version where we allow for a transient time: when a node is selected the connection to each neighbor is redefined as attractive or repulsive according to the given probability. After a large number of updates, we freeze the connections. We get a bimodal distribution suggestive of a bistable potential. In such case, perturbations induce a jump to the symmetric configuration. The reaction is stronger, but the drawback is a degraded periodicity in case of a very weak signal
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