Chung Wei Shen
office: Room 448
Phone: (05)2720411#66132
Fax: (05)2720497
Email: cswshen@ccu.edu.tw / weya071444@yahoo.com.tw
Specialized Areas
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Degree Institution
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Publication
Journal Articles
Journal papers *: corresponding author
Shen Chung-Wei, Hsu Bu-Ren, Hsu Chia-Ming, Chen Chun Shu* (2026). Efficient estimation for flexible spatial zero-inflated models with environmental applications. Stochastic Environmental Research and Risk Assessment. (Accepted)
Shen Chung-Wei*, Shen Yu-Chin (2025). Estimation and selection for Spatio Temporal zero-inflated count models. Journal of the Chinese Statistical Association, 63: 132–166.
Conference papers
1. Shen Chung Wei, Tsou Tsung-Shan* (2018) Robust Likelihood Inference for Regression Parameters in Generalized Partially Linear Models for Count Data. International Conference on Robust Statistics, Leuven –Belgium.
Grants
(1) Model Selection for Longitudinal Studies with Missing Responses and Covariate Measurement error. NSC 102-2118-M-194 -004-MY2. Project Period: October 1, 2013- October 31, 2015. Principal investigator.
(2) Robust Likelihood Inference for Regression Parameters in Generalized Partially Linear Models for Count Data. Most 104-2118-M-194-002. Project Period: Aug 1, 2015- October 31, 2016. Principal investigator.
(3) Model Selection for marginal regression analysis of Incomplete Longitudinal Response or Covariates Data. Most 105-2118-M-194-002-MY2. Project Period: Aug 1, 2016- October 31, 2018. Principal investigator.
(4) Model Selection Based on Resampling Approaches for Longitudinal Data. Most 107-2118-M-194-001-MY2. Project Period: Aug 1, 2018- October 31, 2020. Principal investigator.
(5) Model Selection for marginal regression analysis of Spatial Data Most 109-2118-M-194-001-MY2. Project Period: Aug 1, 2020- October 31, 2022. Principal investigator.
(6) Application of semi-parametric likelihood function in disease propagation model: estimation method for correlated zero inflated count data Most 111-2118-M-194-002-MY2. Project Period: Aug 1, 2022- October 31, 2024. Principal investigator.
(7) Joint model selection of marginal mean regression and correlation structure for ordinal longitudinal data with missing outcome and covariates Most 113-2118-M-194-002-MY2. Project Period: Aug 1, 2024- October 31, 2026. Principal investigator.