Structural Integrity, Flexibility, and Timing: Introduction to a Special Issue on Resilience.

IF 0.6 4区 心理学 Q4 PSYCHOLOGY, MATHEMATICAL
David Pincus, Adam W Kiefer, Stephen J Guastello
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引用次数: 0

Abstract

This introduction to a special issue of Nonlinear Dynamics, Psychology and Life Sciences on the topic of resilience discusses the contributing articles in terms of their flexibility in methods, models, scale, and contexts combined with their integrity in shared theoretical understanding and generative knowledge. The ubiquity of resilience is discussed, a feature of potentially any living or non-living system and substance. This breadth calls for a flexible set of models and methods, along with the quest for integrative theory to make resilience science more resilient. Since resilience involves the ability of a substance or system to persist, to repair or recover, and to evolve, any common theory would consider structural integrity (the ability to hold together), flexibility (the ability to adjust and return), time and timing. Nonlinear dynamical systems theory is proposed as the only scientific perspective capable of building this sort of common knowledge of a ubiquitous process involving these specific features. The synopsis of each article's contribution to the issue includes an analysis of the flexibility the article adds in terms of models, methods, scale, and applied context, along with the theoretical integrity produced with respect to these common features of resilient processes: flexibility, integrity, time, and timing.

结构完整性、灵活性和时间性:弹性特刊导言。
本期《非线性动力学、心理学与生命科学》特刊以复原力为主题,从方法、模型、规模和背景的灵活性,以及共同的理论理解和生成知识的完整性等方面,对投稿文章进行了讨论。讨论了复原力的无处不在性,这是任何生物或非生物系统和物质的潜在特征。这种广泛性要求采用一套灵活的模型和方法,同时寻求综合理论,使复原力科学更具复原力。由于复原力涉及物质或系统的持续能力、修复或恢复能力以及进化能力,因此任何通用理论都要考虑结构的完整性(保持在一起的能力)、灵活性(调整和恢复的能力)、时间和时机。非线性动力系统理论是唯一能够为涉及这些具体特征的无处不在的过程建立这种共同知识的科学视角。本期每篇文章的贡献概要包括分析文章在模型、方法、规模和应用背景方面增加的灵活性,以及在弹性过程的这些共同特征方面产生的理论完整性:灵活性、完整性、时间和时机。
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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