People
Title
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Choh-Ming Li Chair Professor of Statistics
卓敏統計學講座教授
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Education
B.Sc. (CUHK)
Ph.D. (University
of Maryland, College Park)
Research Interest
Professional Service
Managing Editor, International Journal of Theoretical and Applied Finance Associate Editor, Journal of the American Statistical Association Associate Editor, Journal of Business and Economic Statistics Associate Editor, Statistica Sinica Associate Editor, Electronic Journal of Statistics Associate Editor, Bernoulli Associate Editor, Journal of Forecasting
Honors
Fellow, Institute of Mathematical Statistics Fellow, American Statistical Association Honorary Member, Hong Kong Statistical Society Elected Member, International Statistical Institute
Selected Publications
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Recent Articles
Chan, N.H., Peng, L. and Zhang, D. (2011). Empirical likelihood based confidence intervals for conditional variance in heteroskedastic regression models. Econometric Theory 27, 154-177.
Chan, N.H. and Ng, C.T. (2011). A note on the asymptotic inference for FIGARCH(p,d,q) models. Statistics and Its Interface 4, 227-233.
Chan, N.H. and Ing, C.K. (2011). Uniform moment bounds of Fisher's information with applications to time series. Annals of Statistics 39, 1526-1550.
Chan, N.H. and Kutoyants, Y. (2012). On parameter estimations of threshold autoregressive models. Statistical Inference for Stochastic Processes 15, 81-104.
Zhang, R.M. and Chan, N.H. (2012). Maximum likelihood estimation for nearly nonstationary autoregressive processes. J. Time Series Analysis 33, 542-553.
Chan, N.H., Wong, H.Y. and Zhao, J. (2012). A structural model for credit migration. Computational Statistics and Data Analysis 56, 3477-3490.
Chan, N.H., Li, D. and Peng, L. (2012). Toward a unified interval estimation of autoregressions. Econometric Theory 28, 705-717.
Buchmann, B. and Chan, N.H. (2013). Unified asymptotic theory for nearly unstable AR(p) processes. Stochastic Processes and Their Applications 123, 952-985.
Chan, N.H. and Zhang, R.M. (2013). Nonstationary autoregressive processes with infinite variance. J. Time Series Analysis 34, in press.
Chan, N.H. and Zhang, R.M. (2013). Marked empirical processes for non-stationary time series. Bernoulli 19, in press.
Contact Information
Address:
Department of Statistics
Room 118, Lady Shaw Building
The Chinese University of Hong Kong
Shatin, New Territories, HONG KONG
Phone: (852)-3943 8519
Fax: (852)-2603 5188
Email:
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Courses Taught in this Term
RMSC5102