Time‐Varying Structural Approximate Dynamic Factor Model

ABSTRACT This study proposes a time‐varying structural approximate dynamic factor (TVS‐ADF) model by extending the approximate dynamic factor (ADF) model in state‐space form. The TVS‐ADF model considers time‐varying coefficients and a time‐varying variance–covariance matrix of its innovation terms to capture complex economic dynamics. We propose the identification scheme of the common factors in the TVS‐ADF model and derive the identification theory. We also propose an effective Markov chain Monte Carlo (MCMC) algorithm to estimate the TVS‐ADF model. To avoid the overparameterization caused by the time‐varying characteristics of the TVS‐ADF model, we include the shrinkage and sparsification approaches in the MCMC algorithm. Extensive simulation experiments and empirical applications demonstrate the outstanding performance of the TVS‐ADF model.

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Publication Details

Journal
Journal of Forecasting
Published
2026-11-04
DOI
https://doi.org/10.1002/for.70236
Primary Topic
Spatial and Panel Data Analysis
Type
article
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article

Time‐Varying Structural Approximate Dynamic Factor Model

Ziyan Zhao, Qingfeng Liu
Journal of Forecasting
Spatial and Panel Data Analysis
article

Time‐Varying Structural Approximate Dynamic Factor Model

Ziyan Zhao, Qingfeng Liu
article en

Abstract

ABSTRACT This study proposes a time‐varying structural approximate dynamic factor (TVS‐ADF) model by extending the approximate dynamic factor (ADF) model in state‐space form. The TVS‐ADF model considers time‐varying coefficients and a time‐varying variance–covariance matrix of its innovation terms to capture complex economic dynamics. We propose the identification scheme of the common factors in the TVS‐ADF model and derive the identification theory. We also propose an effective Markov chain Monte Carlo (MCMC) algorithm to estimate the TVS‐ADF model. To avoid the overparameterization caused by the time‐varying characteristics of the TVS‐ADF model, we include the shrinkage and sparsification approaches in the MCMC algorithm. Extensive simulation experiments and empirical applications demonstrate the outstanding performance of the TVS‐ADF model.

Journal of Forecasting
Otaru University of Commerce (JP), Hosei University (JP), Lancaster University (GB)
Openalex Percentile: Top 100%
Spatial and Panel Data Analysis
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