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Generalization of Krasnoshchekov’s Model for the Case of a Decomposable Matrix of Social Interactions

机译:Krasnoshchekov模型的概括为社会互动分解矩阵的情况

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In this work, Krasnoshchekov’s model, which describes the behavior of people in a community under social and informational influences, is generalized to include the case of a system with a sophisticated structure of social interaction. In particular, the situation when an isolated group of people is formed who are not familiar with the rest of the community, which corresponds to a decomposable matrix of social interactions, is studied. The conditions for the solution of the system of equations describing the behavior of such a community to exist and be unique are considered. The problem of finding the relation between Krasnoshchekov’s and De Groot’s models is solved. The way this matrix of social interactions and the social independence of individuals affect the structure of the solution of this system, which describes in particularl how beliefs spread among people, is studied.
机译:在这项工作中,Krasnoshchekov的模型,它描述了社会社会和信息影响的社区中人们的行为,是推广的,以包括具有复杂社会互动结构的系统的案例。 特别是,研究了孤立群体的局势,这与社区其他社区对应于社会交互的可分解矩阵。 考虑了描述这种社区的行为的方程式系统的条件被认为是存在并且是独一无二的。 解决了krasnoshchekov和de groot模型之间的关系的问题。 这种社会互动矩阵和个人社会独立性的方式影响了该系统解决方案的结构,详细描述了人们在人们之间传播的方式。

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