Ph.D. Students
 
1.       Scott M. Jordan
Thesis Title:  Interval Estimation and Hypothesis testing of the Common Mean of Several Normal Populations. 
Ph.D., Summer 1994.  [Associate Professor, Arkansas Tech University]
2.       Darren Johnson
Thesis Title:  Combining Independent Studies in a Calibration Problem.
Ph.D., Summer 1995. [Statistician,  National Wetlands Research Center, Lafayette, LA]
3.       Maruthy Pannala
Thesis title:  Testing and Confidence Estimation of Normal Mean Vector based on Incomplete Data.
Ph.D.,  Fall 1996.  [Director,  Statistical Research, Actuarial Dept, United Guarantee Corporation, Greensboro, NC]
4.       Brett Moore
Thesis Title:  On Combining Studies in Linear models: Regression and Calibration.
Ph.D.,  Spring 1997. [US Census Bureau, Washington, DC]
5.       Jian Hao
Thesis Title:  Inferences for the Normal Covariance Matrix with Incomplete Data.
Ph.D., Spring 1999.  [Research Associate, Computer Science, University of Houston, Houston, TX]
6.       Denise Benton
Thesis Title:  Inference on Univariate-Multivariate Calibration.
Ph.D., Spring 2000.  [Adjunct Asst. Professor, School of Business, UL Lafayette, Lafayette, LA]
7.       Jessica Thomson
Thesis Title:  Inferential Procedures for Some Discrete Distributions.
Ph.D.,  Spring 2002. [Asst. Professor, LSU Health Sciences Center, New Orleans]
8.       Yong Lu
Thesis Title:  Inference on the Common Mean: The Correlated and Uncorrelated Cases.
Ph.D., Fall 2003. [Senior Research Scientist, Javelin Direct Inc., Dallas, TX]
9.       Huizhen Guo
Thesis Title:  Inference on Quantiles of Some Parametric Models.
Ph.D.,  Spring 2004.  [Asst. Professor, Xavier University, Cincinnati, Ohio]
10.   Yong Cai
Thesis Title:  Small Sample Inference for Some Discrete Distributions.
Ph.D., Fall 2004.  [Statistician I, IMS health, Blue Bell, PA]
11.   Jianqi Yu
Thesis Title:  Inference on the Difference Between Two Normal Mean Vectors: Complete and Incomplete Data Cases.
Ph.D., Spring 2005. [Assistant Professor, Shanghai Jiao Tong University, China]
12.   Yanping Xia
                        Thesis Title: Inferences on Simple, Multiple and Dependent Correlation Coefficients. Ph.D., Spring 2007.
13.   Sumona Mondal
Thesis Title: Constructions of Tolerance Regions for Some Multivariate Linear Models. Ph.D., Spring 2007.
[Assistant Professor, Dept of Mathematics and Computer Science, Clarkson University]
14.   Shubhabrata Mukherjee
Thesis Title: Tolerance Limits and Stress-Strength Reliability for Some Continuous Models. Ph.D., Spring 2007.
[Assistant Professor, Dept of Mathematics and Computer Science, Virginia State University]
15.   Fei Lu
Thesis Title: ANOVA and MANOVA under Heteroscedasticity. Ph.D., Fall 2007. [Statistician, Javelin Direct Inc., Dallas, TX]
 
Current Students
 
Jie Peng
Small sample inference for binomial and Poisson distributions.
Yin Lin
Weibull Analysis.
Avishek Mallick
               Methods for analyzing data with values below detection limit.