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使用多时间尺度多阶段潜在基础增长模型将自我调节建模为一个过程。

Modeling Self-Regulation as a Process Using a Multiple Time-Scale Multiphase Latent Basis Growth Model.

作者信息

Helm Jonathan Lee, Ram Nilam, Cole Pamela M, Chow Sy-Miin

机构信息

The Pennsylvania State University.

The Pennsylvania State University; German Institute of Economic Research (DIW), Berlin.

出版信息

Struct Equ Modeling. 2016;23(5):635-648. doi: 10.1080/10705511.2016.1178580. Epub 2016 May 19.

Abstract

Measurement burst designs, wherein individuals are measured intensively during multiple periods (i.e., 'bursts'), have created new opportunities for studying change at multiple time-scales. This paper develops a model that may be useful in situations where the functional form of short-term change is unknown, may consist of multiple phases, and may change over the long-term. Specifically, we combine measurement of intraindividual entropy, a latent basis growth model, a multiphase growth model, and a growth model with covariates into a unified framework that may help accommodate the complexity of patterns that emerge in multiple time-scale categorical data streams. Empirical data from a longitudinal study of young children's behavior during laboratory tasks designed to induce frustration are used to illustrate the utility of the proposed model for simultaneously describing intratask (short-term) change in self-regulation and developmental (long-term) shifts in intratask change.

摘要

测量突发设计,即个体在多个时间段(即“突发期”)进行密集测量,为研究多时间尺度的变化创造了新机会。本文开发了一种模型,该模型在短期变化的函数形式未知、可能由多个阶段组成且可能随长期变化的情况下可能有用。具体而言,我们将个体内熵的测量、潜在基础增长模型、多阶段增长模型以及带有协变量的增长模型整合到一个统一框架中,这可能有助于适应多时间尺度分类数据流中出现的复杂模式。来自一项针对幼儿在旨在引发挫折感的实验室任务中的行为的纵向研究的实证数据,用于说明所提出模型在同时描述任务内(短期)自我调节变化和任务内变化的发展(长期)转变方面的效用。

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