The logical structure of the social interaction situations based upon the normative social motive model

本研究的目的是在博弈论研究的基础上，探讨合理建构二元组人际互动情境空间的基本问题。为了构建空间，需要对社会互动情景进行逻辑设置，并构建关于在情景中进行选择的社会动机的规范模式。本研究构建了个人主义、利他主义、竞争、攻击、殉难、合作、悲伤受虐狂、受虐狂和平等主义等九种社会动机的规范模型。共构建了81个社会动机系统，即任意两个动机中的一对。在这种情况下，总共使用了74个支付矩阵对策，其中包括n个支付水平(n=1、2、3和4)的2×2型对称二人非零和矩阵对策。将所有的社会动机系统应用到每一种情况下，两个参与者选择的最终状态是针对该情景中的每一种社会动机系统而逻辑地获得的。根据这些结果，为每种情况构建了一张包含所有社会动机系统的最终状态的图。一套适用于所有情况的图表被称为“二元体中人际关系的基本图表”。这张图意味着一种人际关系的空间，对于人类人际关系研究来说，它将是一本非常有用的心理学词典。在现阶段，本研究完美地完成了二分体对称关系的图解。

The purpose of this study was to investigate the fundamental problems for constructing logically a space of the interpersonal interaction situations in the dyad on the basis of the gaming research. For constructing the space, the logical setting of the social interaction situations and the construction of a normative model concerning the social motive for the selection in the situation were required. In this study, nine normative models of the social motives were constructed, such as, the individualism, the altruism, the competition, the aggression, the martyrdom, the cooperation, the sad-masochism, the masochism, and the equalitarianism. A total of 81 social motive systems, which mean a pair of any two motives, were constructed. As the situations, a total of 74 payoff matrix games consisting of the symmetrical two person non-zero sum matrix games of the 2x2 type with n payoff levels (n=1,2,3 and 4) were used. Applying all social motive systems to each situation, the final state of selections chosen by the two players was logically acquired for each social motive system in the situation. From these results, a diagram containing the final states for all social motive systems was constructed for each situation. A set of these diagrams for all situations was called "the fundamental diagrams for the interpersonal relations in the dyad". This diagram, which means a kind of space for the interpersonal relations, would be very useful as a psychological dictionary on the human interpersonal relation researches. At the present stage, the diagram concerning the symmetrical relations in the dyad was perfectly accomplished in this study.