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As in the last section, this formula assumes multiple edges are not allowed, although this does not change the results forN >>1

Counting FPs The first moment,⟨Ω⟩, is given by ⟨Ω⟩= ∞∑ N1=0 ( N N1 ) [ (1−C/N)N1 +N 1 C N (1−C/N)N1−1 ]N−N1 [ 1−(1−C/N)N1 −N1 (1−C/N)N1−1C N ]N1 ≡ ∞∑ N1=0 ΩN1 The first two terms a

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Fixed points of Boolean networks with sparse connections

cond-mat.stat-mech · 2026-03-01 · unverdicted · novelty 5.0

Fixed points of Boolean networks on sparse random graphs have finite moments away from frozen-to-fluctuating transitions and organize into clusters whose number and separation change across the transition.

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  • Fixed points of Boolean networks with sparse connections cond-mat.stat-mech · 2026-03-01 · unverdicted · none · ref 6

    Fixed points of Boolean networks on sparse random graphs have finite moments away from frozen-to-fluctuating transitions and organize into clusters whose number and separation change across the transition.