• Huang, J., Wang, D. and Zhang, C.-H. (2005). A two-way semi-linear model for normalization and analysis of cDNA microarray data.
  J. Amer. Statist. Assoc., 100, 814-829.
  
  
• Huang, J. and Zhang, C.-H. (2005). Comment on "Semilinear high-dimensional model for normalization of microarray data: a theoretical analysis and partial consistency'' by Fan, Peng and Huang. 
  J. Amer. Statist. Assoc., 100, 800-804.
  
  
• Zhang, C.-H. (2005). Estimation of sums of random variables: examples and information bounds. 
  Ann. Statist., 33, 2022-2041.
  
  
• Huang, J. and Zhang, C.-H. (2005). Asymptotic analysis of a two-way semilinear model for microarray data.
  Statistica Sinica, 15, 597-618.
  
  
• Chen, R.W., Shepp, L.A., Yao, Y.-C. and Zhang, C.-H. (2005). On optimality of bold play for primitive casinos in the presence of inflation.
  J. Appl. Probab., 42, 121-137.
  
  
• Melnik, O., Vardi, Y. and Zhang, C.-H. (2005). A probability model for combining ranks.
  In Multiple Classifier Systems: Proceedings of the Sixth International Workshop, MCS 2005, N.C. Oza, R. Polikar, J. Kittler, et al. Eds., Springer-Verlag, Berlin Heidelberg, (Lecture Notes in Computer Science, Vol. 3541) 64-73.
  
  
• Zhang, C.-H. (2005). General empirical Bayes wavelet methods and exactly adaptive minimax estimation.
  Ann. Statist., 33, 54-100
  
  
• Brown, L. D. Carter, A.V., Low, M. G. and Zhang, C.-H. (2004). Asymptotic equivalence theory for a Poisson process with variable intensity.
  Ann. Statist., 32, 2074-2097.
  
  
• Melnik, O., Vardi, Y. and Zhang, C.-H. (2004). Mixed group ranks: preference and confidence in classifier combination.
  IEEE Trans. Pattern Analysis and Machine Intelligence, 26, 973-981.
  
  
• Zhang, C.-H. (2003). Compound decision theory and empirical Bayes methods. 
  Ann. Statist., 31, 379-390.
  
  
• Yang, Q.X., Lindquist, M.A., Shepp, L., Zhang, C.-H., Wang, J. and Smith, M.B. (2002). Two dimensional prolate spheroidal wave functions for MRI.
  J. Magnetic Resonance, 158, 43-51.
  
  
• Levin, B, Robbins, H. and Zhang, C.-H. (2002). Mathematical aspects of estimating two treatment effects and a common variance in an assured allocation design.
  J. Statist. Planning & Inference, 108, 255-262.
  
  
• Jornsten, R., Vardi, Y. and Zhang, C.-H. (2002). On the bitplane compression of microarray images.
  In Statistical Data Analysis Based on the $L_1$-Norm and Related Methods, Y. Dodge, Ed., Birkhauser, Boston, pp. 415-425.
  
  
• Jornsten, R., Vardi, Y. and Zhang, C.-H. (2002). A robust clustering method and visualization tool based on data depth.
  In Statistical Data Analysis Based on the $L_1$-Norm and Related Methods, Y. Dodge, Ed., Birkhauser, Boston, pp. 353-366.
  
  
• Tian, X., Vardi, Y. and Zhang, C.-H. (2002). $L_1$-depth, depth relative to a model, and robust regression.
  In Statistical Data Analysis Based on the $L_1$-Norm and Related Methods, Y. Dodge, Ed., Birkhauser, Boston, pp. 285-299.
  
  
• Brown, L. D. Cai, T. T., Low, M. G. and Zhang, C.-H. (2002). Asymptotic equivalence theory for nonparametric regression with random design.
  Ann. Statist., 30, 688-707.
  
  
• Zhang, C.-H. (2002). Risk bounds in isotonic regression. 
  Ann. Statist., 30, 528-555.
  
  
• Vardi, Y., Ying, Z. and Zhang, C.-H. (2001). Two-sample tests for growth curves under dependent right censoring.
  Biometrika, 88, 949-960.
  
  
• Shoung, J.-M. and Zhang, C.-H. (2001). Least squares estimators of the mode of a unimodal regression function.
  Ann. Statist., 29, 648-665.
  
  
• Zhang, C.-H. (2001). Some moment and exponential inequalities for $V$-statistics with bounded kernels.
  J. Theor. Probab., 14, 511-525.
  
  
• Vardi, Y. and Zhang, C.-H. (2001). A modified Weiszfeld algorithm for the Fermat-Weber location problem. 
  Math. Programming, 90, 559-566.
  
  
• Robbins, H. and Zhang, C.-H. (2000). Efficiency of the U,V method of estimation.
  Proc. Nat. Acad. Sci. USA., 97, 12976-12979.
  
  
• Shepp, L. and Zhang, C.-H. (2000). Fast functional magnetic resonance imaging via prolate wavelets.
  Appl. Comput. Harmonic Analysis, 9, 99-119.
  
  
• Fuh, C.-D. and Zhang, C.-H. (2000). Poisson equation, moment inequalities and quick convergence for Markov random walks.
  Stoch. Proc. Appl., 87, 53-67.
  
  
• Vardi, Y. and Zhang, C.-H. (2000). The multivariate $L_1$-median and associated data depth.
  Proc. Nat. Acad. Sci. USA., 97, 1423-1426.
  
  
• Barany, I., Rote, G., Steiger, W. and Zhang, C.-H. (2000). A central limit theorem for convex chains in the square. 
  Discrete and Computational Geometry, 23, 35-50.
  
  
• Vardi, Y. and Zhang, C.-H. (1999). Reconstruction of binary images from limited projections via the EM algorithm.
  In Discrete Tomography: Foundations, Algorithms and Applications, G.T. Herman and A. Kuba Eds., Birkhauser, Boston, pp. 297-316.
  
  
• Zhang, C.-H. (1999). Sub-Bernoulli functions, moment inequalities and strong laws for positive and symmetrized $U$-statistics.
  Ann. Probab., 27, 432-453.
  
  
• Zhang, C.-H. (1999). Unbiased estimation of a lattice mixing distribution and the characteristic function of a general mixing distribution.
  Sankhya A, 61, 101-112.
  
  
• Li, G. and Zhang, C.-H. (1998). Linear regression with interval censored data.
  Ann. Statist., 26, 1306-1327.
  
  
• Teicher, H. and Zhang, C.-H. (1998). Moments of some stopping rules.
  J. London Math. Soc., 57, 503-512.
  
  
• Brown, L. D. and Zhang, C.-H. (1998). Asymptotic nonequivalence of nonparametric experiments when the smoothness index is 1/2.
  Ann. Statist., 26, 279-287.
  
  
• Bai, Z., Cheng, P.E. and Zhang, C.-H. (1997). An extension of the Hardy-Littlewood strong law.
  Statistica Sinica, 7, 923-928.
  
  
• Chen, T.T. and Zhang, C.-H. (1997). An invariant selection rule for multiple-treatment trials with linear prior preference.
  Statistica Sinica, 7, 595-606.
  
  
• Loh, W.-L. and Zhang, C.-H. (1997). Estimating mixing densities in exponential family models for discrete variables.
  Scand. J. Statist., 24, 15-32.
  
  
• Zhang, C.-H. (1997). Empirical Bayes and compound estimation of normal means.
  Statistica Sinica, 7, 181-194.
  
  
• Zhang, C.-H. and Li, X. (1996). Linear regression with doubly censored data.
  Ann. Statist., 24, 2720-2743.
  
  
• Zhang, C.-H. (1996). Strong law of large numbers for sums of products.
  Ann. Probab., 24, 1589-1615.
  
  
• Gine, E. and Zhang, C.-H. (1996). On integrability in the LIL for degenerate $U$-statistics.
  J. Theor. Probab., 9, 385-412.
  
  
• Teicher, H. and Zhang, C.-H. (1996). A decomposition for some $U$-type statistics.
  J. Theor. Probab., 9, 161-170.
  
  
• Loh, W.-L. and Zhang, C.-H. (1996). Global properties of kernel estimators for mixing densities in exponential family models for discrete variables.
  Statistica Sinica, 6, 561-578.
  
  
• Tsai, W.-Y. and Zhang, C.-H. (1995). Asymptotic properties of nonparametric maximum likelihood estimator for interval-truncated data.
  Scand. J. Statist., 22, 361-370.
  
  
• Zhang, C.-H. (1995). On estimating mixing densities in discrete exponential family models.
  Ann. Statist., 23, 929-945.
  
  
• Klass, M. J. and Zhang, C.-H. (1994). On the almost sure minimal growth rate of partial sum maxima.
  Ann. Probab., 22, 1857-1878.
  
  
• Huang, Y. and Zhang, C.-H. (1994). Estimating a monotone density from censored observations.
  Ann. Statist., 22, 1256-1274.
  
  
• Maguluri, G. and Zhang, C.-H. (1994). Estimation in the mean residual life regression model.
  J. Roy. Statist. Soc. B, 56, 477-489.
  
  
• Gu, M. G. and Zhang, C.-H. (1993). Asymptotic properties of self-consistent estimators based on doubly censored data.
  Ann. Statist., 21, 611-624.
  
  
• Vardi, Y. and Zhang, C.-H. (1992). Large sample study of empirical distributions in a random-multiplicative censoring model.
  Ann. Statist., 20, 1022-1039.
  
  
• Li, Z. and Zhang, C.-H. (1992). Asymptotically efficient allocation rules for two Bernoulli populations.
  J. Roy. Statist. Soc. B, 54, 609-616.
  
  
• Robbins, H. and Zhang, C.-H. (1991). Estimating a multiplicative treatment effect under biased allocation.
  Biometrika, 78, 349-354.
  
  
• Zhang, C.-H. (1990). Fourier methods for estimating mixing densities and distributions.
  Ann. Statist., 18, 806-831.
  
  
• Robbins, H. and Zhang, C.-H. (1989). Estimating the superiority of a drug to a placebo when all and only those patients at risk are treated with the drug.
  Proc. Nat. Acad. Sci. USA, 86, 3003-3005.
  
  
• Zhang, C.-H. (1989). A renewal theory with varying drift.
  Ann. Probab., 17, 723-736.
  
  
• Robbins, H. and Zhang, C.-H. (1988). Estimating a treatment effect under biased sampling.
  Proc. Nat. Acad. Sci. USA, 85, 3670-3672.
  
  
• Zhang, C.-H. (1988). A nonlinear renewal theory. 
  Ann. Probab., 16, 793-824.
  
  
• Robbins, H. and Zhang, C.-H. (1986). Maximum likelihood estimation in regression with uniform errors.
  In Adaptive Statistical Procedures and Related Topics, J. Van Ryzen, Ed., Institute of Mathematical Statistics, Lecture Notes-Monograph Series, Vol. 8,
  pp. 365-385.
  
  
• Chow, Y. S. and Zhang, C.-H. (1986). A note on Feller's strong law of large numbers.
  Ann. Probab., 14, 1088-1094.
  
  
• Zhang, C.-H. (1986). The lower limit of a normalized random walk.
  Ann. Probab., 14, 560-581.