使用序列分析来量化生命历程之间的联系

IF 2.7 2区 社会学 Q1 SOCIOLOGY
T. Liao
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引用次数: 2

摘要

二元或更普遍地说,多元生命历程序列在二元或多元内的关联性可能比随机分配的二元/多元成员序列之间的关联性更强,这一现象反映了关联生命的生命历程原理。在这篇文章中,我提出了一种U和V度量的方法,用于量化和评估序列数据中的关联生命历程轨迹。具体来说,我将观察到的二元/多聚体成员之间的序列距离与一组随机生成的二元或多聚体进行比较。U度量量化了在给定距离度量方面,二元体/多元体中的成员彼此相似程度比随机生成的二元体或多元体的成员相似程度大多少,而V度量量化了联系生命的程度,即观察到的二元体内/多元体内的成员比随机产生的二元中/多元中的成员更相似程度。我提出了一项模拟研究,一项实证研究,分析了来自世代纵向研究的二元家族形成序列数据,以及在线增刊中的随机种子敏感性分析。通过这些分析,我证明了所提出的用序列数据量化关联生命分析的方法的通用性和有用性。该方法在生命历程、商业和组织以及社交网络研究中的序列数据具有广泛的适用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Using Sequence Analysis to Quantify How Strongly Life Courses Are Linked
Dyadic or, more generally, polyadic life course sequences can be more associated within dyads or polyads than between randomly assigned dyadic/polyadic member sequences, a phenomenon reflecting the life course principle of linked lives. In this article, I propose a method of U and V measures for quantifying and assessing linked life course trajectories in sequence data. Specifically, I compare the sequence distance between members of an observed dyad/polyad against a set of randomly generated dyads/polyads. TheU measure quantifies how much greater, in terms of a given distance measure, the members in a dyad/polyad resemble one another than do members of randomly generated dyads/polyads, and the V measure quantifies the degree of linked lives in terms of how much observed dyads/polyads outperform randomized dyads/polyads. I present a simulation study, an empirical study analyzing dyadic family formation sequence data from the Longitudinal Study of Generations, and a random seed sensitivity analysis in the online supplement. Through these analyses, I demonstrate the versatility and usefulness of the proposed method for quantifying linked lives analysis with sequence data. The method has broad applicability to sequence data in life course, business and organizational, and social network research.
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来源期刊
Sociological Science
Sociological Science Social Sciences-Social Sciences (all)
CiteScore
4.90
自引率
2.90%
发文量
13
审稿时长
6 weeks
期刊介绍: Sociological Science is an open-access, online, peer-reviewed, international journal for social scientists committed to advancing a general understanding of social processes. Sociological Science welcomes original research and commentary from all subfields of sociology, and does not privilege any particular theoretical or methodological approach.
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