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Spatial Modeling Approach for Dynamic Network Formation and Interactions

机译:动态网络形成与交互的空间建模方法

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This study primarily seeks to answer the following question: How do social networks evolve over time and affect individual economic activity? To provide an adequate empirical tool to answer this question, we propose a new modeling approach for longitudinal data of networks and activity outcomes. The key features of our model are the inclusion of dynamic effects and the use of time-varying latent variables to determine unobserved individual traits in network formation and activity interactions. The proposed model combines two well-known models in the field: latent space model for dynamic network formation and spatial dynamic panel data model for network interactions. This combination reflects real situations, where network links and activity outcomes are interdependent and jointly influenced by unobserved individual traits. Moreover, this combination enables us to (1) manage the endogenous selection issue inherited in network interaction studies, and (2) investigate the effect of homophily and individual heterogeneity in network formation. We develop a Bayesian Markov chain Monte Carlo sampling approach to estimate the model. We also provide a Monte Carlo experiment to analyze the performance of our estimation method and apply the model to a longitudinal student network data in Taiwan to study the friendship network formation and peer effect on academic performance. for this article are available online.
机译:本研究主要寻求回答以下问题:社交网络如何随着时间的推移而发展并影响个体经济活动?为了提供足够的经验工具来回答这个问题,我们提出了一种新的网络和活动结果的纵向数据的新建模方法。我们模型的关键特征是包含动态效果和使用时变潜变量来确定网络形成和活动交互中的未观察单个特征。该建议的模型结合了本领域的两个知名模型:网络相互作用的动态网络形成和空间动态面板数据模型的潜空间模型。这种组合反映了实际情况,其中网络链路和活动结果是相互依存的,并且受到不观察到的单独特征的共同影响。此外,这种组合使我们能够通过(1)来管理网络相互作用研究中遗传的内源性选择问题,(2)探讨了网络形成中具有奇妙和个体异质性的影响。我们开发贝叶斯马尔可夫链蒙特卡罗采样方法来估算模型。我们还提供了一个蒙特卡罗实验,分析了我们的估计方法的性能,并将模型应用于台湾的纵向学生网络数据,以研究友谊网络形成和对同步对学术表现的影响。本文可在线获取。

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