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Introducing Simultaneous Equation Modeling for Social Work Research

机译:为社会工作研究引入同步方程建模

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Social science researchers generally use simple, single equation descriptions of complex social problems. More accurate descriptions would portray the joint dependency among a model's variables by using a separate equation for each dependent variable. When the parameters of these more accurately described models are estimated with ordinary least squares (OLS), the resulting estimates do not have good statistical properties. A two-stage least squares procedure to estimate the parameters of simultaneous equation models is described using an example about heavy workplace drinking and the social climate at work. In addition, this article defines key concepts related to simultaneous equation modeling and provides an interpretation of the results for practitioners.
机译:社会科学研究者通常使用简单的单一方程式描述复杂的社会问题。更准确的描述将通过对每个因变量使用单独的方程式来描述模型变量之间的联合依存关系。当使用普通最小二乘法(OLS)估算这些更准确描述的模型的参数时,所得估算值将不具有良好的统计特性。使用有关沉重的工作场所饮水和工作中的社会气候的示例,描述了估计联立方程模型参数的两步最小二乘程序。此外,本文定义了与联立方程建模有关的关键概念,并为从业人员提供了对结果的解释。

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