A SOCIAL QUANTUM THEORY FOR THE ANALYSIS OF PUBLIC OPINION SURVEY DATA
A SOCIAL QUANTUM THEORY FOR THE ANALYSIS OF PUBLIC OPINION SURVEY DATA
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用于分析民意调查数据的社会量子理论
DOI：
10.2333/bhmk.25.111
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发表时间：
1998
期刊：
影响因子：
--
通讯作者：
R. Yoshino
中科院分区：
文献类型：
--
作者：
R. Yoshino
本文提出了一种社会量子理论来分析民意调查中的反应动态变化。在总结了以往调查数据的研究结果后，提出了一个解释被称为“小整数比”的调查响应模式的数学命题：两个分类项目的响应百分比趋于收敛到由小整数对的比率表示的某些稳定的不动点。然后，从量子理论的角度研究面板调查数据和小积分比，薛定谔波动方程的调查响应的分类标度，并在以前收集的数据进行统计检验。最后，对未来的研究提出了一些意见和建议。
In this paper a social quantum theory is proposed for the analysis of dynamic changes of responses in public opinion surveys. After a summary of previous findings of panel survey data, mathematical propositions are presented for an explanation of the survey response patterns called “small integral ratios”: response percentage ratios of two categorical items tend to converge to certain stable fixed points represented by ratios of pairs of small integers. Then, for the study of panel survey data and the small integral ratios from a viewpoint of quantum theory, categorical scaling of survey responses on Schrodinger’s wave equation is tentatively constructed and it is statistically tested on data previously collected. Finally, some comments and suggestions are presented for future research.