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- W2220374154 abstract "We study a distribution of random states forced outwards of the general deterministic attractor (regular or chaotic) for one-dimensional discrete-time systems with unimodal map. To approximate this distribution, we replace the original system by the appropriate modeling system with stable 3-cycle and use the stochastic sensitivity function technique. Constructive abilities of the suggested approach are demonstrated in the analysis of noise-induced transitions from chaos to order." @default.
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- W2220374154 date "2015-09-01" @default.
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- W2220374154 title "Approximating Chaotic Attractors by Period-Three Cycles in Discrete Stochastic Systems" @default.
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