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Representation of Social Systems as Nonlinear, Complex, Self-Organizing and Closely Related to Biosystems and Mathematical Model of Their Evolution

机译:作为非线性,复杂,自我组织和与生物系统和演化的数学模型密切相关的社会系统

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On the basis of the systemic and synergistic approaches, the features and regularity of the selforganizing systems, it is concluded that the social systems are nonlinear, open, complex, self-organizing systems. The scheme-model of the general structure of the social system is considered. Much attentions is given to the interactions of the social systems elements with the biosystems. The graphic model-tree, reflecting the association between the social systems and the biosystems. In connection with that the most significant technologies and the scientific trends, connecting with the biosystems: the gens, the genetic engineering, the artificial intellect, the bio- and nanotechnologies, the biomedicine, microbes, viruses are considered. The futures of the dynamics of the social systems are noted. It is shown, that, with a high probability, the spiral evolutionary processes can occur in the social systems. The mathematical model is presented, that describes the spiral structures, based on the Swift-Hohenberg equation.
机译:在全身和协同方法的基础上,自主系统的特征和规律性,得出结论,社会系统是非线性,开放,复杂,自组织系统。考虑了社会系统一般结构的方案模型。非常关注社会系统元素与生物系统的相互作用。图形模型树,反映了社会系统与生物系统之间的关联。与最重要的技术和科学趋势有关,与生物系统连接:雄蕊,基因工程,人工智力,生物医学,微生物,病毒,病毒,生物医学,微生物,病毒。注意到社会系统动态的期货。示出了,具有很高的概率,在社会系统中可能发生螺旋进化过程。提出了数学模型,其描述了基于Swift-Hohenberg方程的螺旋结构。

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