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Название: Inhomogeneous Kauffman Models at the Borderline Between Order and Chaos
Авторы: Kiirten K.E., Beer H.
We study a generalized Kauffman model where the interactions are no longer chosen according to a unilbrm probability distribution. It is shown that already slight deviations from the uniform distribution can drive the system into the chaotic phase, whereas the original model remains strictly in the ordered phase.