Welcome Tp CRETA! Contact Us at : +886.2.3366.1072

Welcome To CRETA

國立臺灣大學計量理論與應用研究中心 - CRETA

學術活動

學術會議

2026 年 7 月 10 日 蕭政院士經濟計量研討會

訊息標題:

2026 年 7 月 10 日 蕭政院士經濟計量研討會

內容摘要:

國立臺灣大學財務金融學系、經濟學系、計量理論與應用研究中心(CRETA),以及臺灣經濟計量學會 (TES) 共同舉辦 「蕭政院士經濟計量研討會」。活動資訊如下:
 
時間:2026 年 7 月 10 日 (週五) 
報到:上午 10:00~10:30
專題演講:上午 10:30~11:30
經驗分享及對談:上午 11:30~12:00
 
地點: 國立臺灣大學管理學院一號館二樓 重光講堂
 
講者:蕭政 院士 (國際重要經濟計量學家,長期致力於追蹤資料 Panel Data 研究。美國南加州大學 USC 經濟系教授、 中央研究院院士、 Fellow of Econometric Society,詳細介紹請見:https://dornsife.usc.edu/profile/cheng-hsiao/)
 
演講主題:Endogenous Panel Interactive Effects Models
 
講題摘要:
Many micro econometric analyses take a single equation approach. However, economists typically consider economic sectors are interrelated. The general (or partial) equilibrium of (a sector of) the economy is achieved through the automatic operation (say, free competition) of the parts that compose the system. We argue that without considering if an equation is not identified in the system, the estimation of such an equation could lead to meaningless curve fitting. Moreover, economic modeling is a simplification of reality, not a mimic of reality. Panel data, being multi-dimensions, provide the possibility to control the omitted variable effects through decomposing the stochastic errors into components, thus introducing restrictions on the error variance and covariance which provide the possibility to relax the identification conditions derived by the Cowles Commission.  We also consider inference methods for an endogenous single equation panel interactive model including the limited information maximum likelihood and the methods of moments estimators such as the two stage least squares, the profile GMM and the transformed GMM. A small-scale Monte Carlos is conducted to demonstrate the feasibility of implementing these methods in a finite sample.
 
Key words: simultaneous equations, identification, panel interactive effects, maximum likelihood, generalized method of moments.
 
JEL classifications: C01, C13, C23.

備註事項:

欲參加的朋友們,煩請事先報名。  
 
報名期限:2026/7/9 (四)  中午 12:00
 
歡迎踴躍報名參加!

報名已結束