Nonlinear Dynamics in Work Groups with Bion's Basic Assumptions

Arianna Dal Forno; Ugo Merlone

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Nonlinear Dynamics in Work Groups with Bion's Basic Assumptions

机译：具有Bion基本假设的工作组中的非线性动力学

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According to several authors Bion's contribution has been a landmark in the thought and conceptualization of the unconscious functioning of human beings in groups. We provide a mathematical model of group behavior in which heterogeneous members may behave as if shared to different degrees what in Bion's theory is a common basic assumption. Our formalization combines both individual characteristics and group dynamics. By this formalization we analyze the group dynamics as the result of the individual dynamics of the members and prove that, under some conditions, each individual reproduces the group dynamics in a different scale. In particular, we provide an example in which the chaotic behavior of the group is reflected in each member.

机译：根据几位作者的说法，比昂的贡献一直是人类无意识运动的思想和概念化的里程碑。我们提供了一个群体行为的数学模型，其中异类成员可能表现得好像在不同程度上共享了比昂理论中的一个常见基本假设。我们的形式化结合了个人特征和群体动力。通过这种形式化，我们分析了由于成员的个体动态所导致的群体动态，并证明了在某些条件下，每个个体都以不同的规模再现了群体动态。特别是，我们提供了一个示例，其中该组的混乱行为反映在每个成员中。

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来源
《Nonlinear dynamics, psychology and life sciences》 |2013年第2期|295-315|共21页
作者
Arianna Dal Forno; Ugo Merlone;
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作者单位

University of Torino;

Department of Psychology, University of Torino, via Verdi 10, Torino 10134, Italy;

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原文格式 PDF
正文语种 eng
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关键词
basic assumption; complex dynamics chaos; group dynamics; Wilfred Bion;

机译：基本假设;复杂的动力学混乱;小组动态;威尔弗雷德·比昂;

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Nonlinear Dynamics in Work Groups with Bion's Basic Assumptions

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