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Open systems in non-equilibrium: complexity, dynamics, modeling and mechanism

机译:非均衡的开放系统:复杂性,动力学,建模和机制

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This communication presents modeling of chaos in the context of mechanism and predictability of dynamic evolution. Basic reasons of temporal chaos on the basis of Lorenz, Roessler's attractor, Parallel autocatalytic attractors and Chua's circuit has been analyzed, and observed that primary factors responsible for chaos are (i) parallel auto-catalytic reaction or (ii) cross-catalysis (generation of x by y and generation of y by χ) or (iii) combination of (i) and (ii). Applicability of modified Lorenz and Rossler models by combining (i) and (ii) has been discussed for socio-political and socio-economic systems. A bifurcation phenomenon in chaotic social systems has also been analyzed.
机译:这种交流在动态演化的机制和可预测性的背景下提出了混沌建模。分析了基于Lorenz,Roessler吸引子,平行自催化吸引子和Chua回路的暂时混沌的基本原因,并观察到造成混沌的主要因素是(i)平行自催化反应或(ii)交叉催化(生成) x由y组成,y由χ生成)或(iii)(i)和(ii)的组合。已经讨论了通过组合(i)和(ii)修改的Lorenz和Rossler模型的适用性,适用于社会政治和社会经济系统。还分析了混沌社会系统中的分叉现象。

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