The Aperture Model of Stress :: Summation of Stress Responses by Discrete Apertures Controlled by Protective Factors@@@—防御因子が制御する窓によるストレス反応の加算—

Q4 Social Sciences
Naofumi Fujita, K. Fukudome, Takashi Koguchi, Nagisa Kobayashi
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引用次数: 0

Abstract

The purpose of the present study was to examine the relation between protective factors against stress, such as self-esteem,and psychological stress responses. The aperture model of stress has 4 assumptions:(a) each person has at least one aperture through which stress intrudes,(b)stress distribution follows the right half of a standardized normal distribution,(c)each aperture functions independently by receiving the stress, squaring its value as a stress response,and,finally,adding each value,and (d)stronger protective factors result in fewer apertures. The mathematical consequence is that each distribution of stress responses stratified by the strength of the protective factor proved to be followed by aχ(cid:50892)distribution with degrees of freedom corresponding to the number of apertures.The model provided an excellent account of the data when negative self-esteem or optimism was used as the protective factor. The interaction of the diathesis-stress model can be derived mathematically through the aperture model of stress.
The应用模型of Stress::Stress Responses by Discrete Apertures Controlled by ProtectiveFactors@@@——由防御因子控制的窗口对压力反应的加法
本研究旨在探讨自尊等抗压力保护因子与心理应激反应之间的关系。应力孔径模型有4个假设:(a)每个人至少有一个应力侵入的孔径,(b)应力分布遵循标准化正态分布的右半部分,(c)每个孔径通过接收应力,将其值作为应力响应平方,最后将每个值相加而独立起作用,(d)保护因子越强,孔径越少。数学结果是,由保护因子强度分层的应力响应的每个分布被证明遵循与孔数对应的自由度的χ(cid:50892)分布。当消极自尊或乐观被用作保护因素时,该模型提供了一个很好的数据说明。通过应力孔径模型,可以从数学上推导出素质-应力模型的相互作用。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Japanese Journal of Educational Psychology
Japanese Journal of Educational Psychology Social Sciences-Education
CiteScore
0.20
自引率
0.00%
发文量
21
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