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Characterizing short-term stability for Boolean networks over any distribution of transfer functions
2016
Physical review. E
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We present a characterization of short-term stability of random Boolean networks under arbitrary distributions of transfer functions. Given any distribution of transfer functions for a random Boolean network, we present a formula that decides whether short-term chaos (damage spreading) will happen. We provide a formal proof for this formula, and empirically show that its predictions are accurate. Previous work only works for special cases of balanced families. It has been observed that these
doi:10.1103/physreve.94.012301
pmid:27575142
fatcat:c5sdnhzderf3flcsw32dpjlewe