
Naisyin Wang
Professor of Statistics and Toxicology, Texas A&M University
Office: 416B Blocker Building.
Phone: (979) 845-3141.
FAX: (979) 845-3144.
E-mail:
nwang@stat.tamu.edu
Address:
Statistics Department,
Texas A&M University,
College Station TX 77843-3143 USA.
Please send correspondence about Biometrics
through biometrics@tibs.org
Education
- Ph.D., Statistics, Cornell University, 1992
- M.A., Statistics, Ohio State University, 1987
- B.S., Mathematics, National
Tsing-Hua University, Taiwan, 1986
Honor
- NIH FIRST award, 1997.
- Fellow, Institute of Mathematical Statistics, elected 2006.
- Fellow, American Statistical Association, elected 2001.
- Texas A&M University Faculty Fellow, 2001-2005.
- Distinguished Achievement Award in Research, Texas A&M University
Association of Former Students, 2003.
- Elected member, International Statistical Institute, elected 2003.
Research Interest
- Non- and Semiparametric Modeling
- Longitudinal Data Analysis
- Measurement Error Models
- Missing Data Issues
- Bioinformatics
- Clustering
- Nonlinear Mixed Effect Models
- Weighting and Transformation in Regression
- Applications in Biological and Medical Fields
Selected Publications (2000 - Present)
-
Ma, Y., Chiou, J.M. and Wang, N. (2005)
Efficient semiparametric estimator for
heteroscedastic partially linear models.
Biometrika, in press.
-
Wang, N., Carroll, R.J. and Lin, X. (2005)
Efficient semiparametric marginal estimation
for longitudinal/clustered data. JASA, 147-157.
-
Liang, H. and Wang, N. (2005)
Large sample theory in a semiparametric partially linear
errors-in-variables model. Statistica Scinica, 99-117.
-
Hu, Z., Wang, N. and Carroll, R.J. (2004)
Profile-Kernel versus Backfitting in the Partially Linear
Models for Longitudinal/Clustered Data. Biometrika, 91, 251-262.
-
Lin, X., Wang, N., Welsh, A. and Carroll, R. J. (2004)
Equivalent Kernels of Smoothing Splines in Nonparametric Regression
for Clustered Data. Biometrika, 91, 177-193.
-
Wang, N. (2003)
Marginal Nonparametric kernel regression
accounting for within-subject correlation
Biometrika, 90, 43-52.
-
Wang, N. and Raftery, A.E. (2002)
Robust covariance estimation via nearest neighbor cleaning.
JASA, (with discussion) 97, 994-1006, Rejoinder, 1016-1019.
-
Nguyen, D.V., Arpat, A.B., Wang, N. and Carroll, R.J. (2002)
DNA microarray experiments: biological and technological aspects.
Biometrics, 58, 701-717.
-
Cheng, S.C. and Wang, N. (2001)
Linear transformation models for
failure time data with covariate measurement error.
JASA , 96,
706-717.
-
Morris, J.S., Wang, N., Lupton, J.R., Chapkin, R.S., Turner,
N.D., Hong, M.Y. and Carroll, R.J. (2001)
Parametric and nonparametric methods for understanding the
relationship between carcinogen-induced DNA adduct levels in distal
and
proximal regions of the colon. JASA, 96, 816-827.
-
Robins, J.M. and Wang, N. (2000)
Inference in imputation estimators. Biometrika, 87, 113-124.
-
Wang, C.Y., Wang, N. and Wang, S. (2000)
Regression analysis when covariates are regression parameters of
a random effect model. Biometrics, 56, 487-496.
Software
Miscellanea
Statistics Department Pages