Fractal Self-Structure and Psychological Resilience.

IF 0.6 4区 心理学 Q4 PSYCHOLOGY, MATHEMATICAL
David Pincus, Oto Cadsky, Vincent Berardi, Catherine M Asuncion, Katheryn Wann
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Abstract

Since the mid 1980's, mainstream social psychology investigations of self-complexity and psychopathology have produced contradictory results. These results are likely the result of a lack of theoretical and methodological grounding in complexity theory. The current study proposes that the self has an interconnected fractal structure, and that this structure may be reflected within inverse-power law (IPL) distributions of response times to self-related questions. MMPI-2 item response sets (N = 300) were selected from a larger pool of 1,881 forensic administrations. Self-complexity was operationalized as the inverse of the shape parameter (?) of the frequency distribution of reaction times to MMPI-2 items (n = 567) for each participant. It was predicted that: (a) these distributions would generally have strong fits with IPL distributions; and (b) that ? would tend to be correlated with pathology among the MMPI-2 scale scores. The results confirmed that the response-time distributions tended to fit IPLs (mean R2 = .94; range: .64 to .99). Furthermore, 18 of 45 correlations between ? and MMPI-2 scale scores associated with pathology were statistically significant, suggesting that rigidity in fractal self-structure is associated with broadband psychopathology. A follow up principal components analysis of the 45 individual scale scores across the participants confirmed this conclusion, producing three latent components, each of which was significantly correlated with ?, and each of which had a broad variety of scales with factor loadings > |.5|. These results may provide a first step toward a practical complexity-science approach to measuring the structural resilience of the self, and viewing the self as a complex self-organizing system.

分形自我结构与心理弹性。
自20世纪80年代中期以来,主流社会心理学对自我复杂性和精神病理学的研究产生了相互矛盾的结果。这些结果很可能是缺乏复杂性理论和方法基础的结果。目前的研究表明,自我具有相互关联的分形结构,并且这种结构可能反映在对自我相关问题的响应时间的逆幂律分布中。MMPI-2项目反应集(N = 300)从较大的1881个法医管理部门中选择。自我复杂性被操作为每个参与者对MMPI-2项目(n = 567)的反应时间频率分布的形状参数(?)的倒数。预测:(a)这些分布通常与IPL分布具有很强的拟合性;(b)那个呢?在MMPI-2量表得分中倾向于与病理相关。结果证实,反应时间分布倾向于拟合ipl(平均R2 = 0.94;范围:0.64到0.99)。此外,45个相关性中的18个?与病理相关的MMPI-2量表得分具有统计学意义,提示分形自我结构的刚性与宽带精神病理相关。对参与者的45个个体量表得分的后续主成分分析证实了这一结论,产生了三个潜在成分,每个潜在成分都与?显着相关,并且每个潜在成分都有各种各样的量表,因子负荷> |.5|。这些结果可能为实际的复杂性科学方法提供了第一步,以测量自我的结构弹性,并将自我视为一个复杂的自组织系统。
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
CiteScore
1.40
自引率
11.10%
发文量
26
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