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.
[Assistant Professor, Dept
of Mathematics, Southeast Missouri State University, Cape Girardeau, MO]
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, Potsdam, NY]
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, Petersburg,
VA]
15.
Fei Lu
Thesis Title: ANOVA and MANOVA under Heteroscedasticity.
[Statistician, Javelin Direct Inc., Dallas, TX]
16.
Jie Peng
Thesis
Title: Sample Size Calculation and Tests for Binomial and Poisson
Distributions. Ph.D., Fall 2007.
[Assistant Professor, St. Ambrose University, Davenport, Iowa]
Current
Students
Yin Lin
Generalized inference for Weibull,
exponential and related distributions.
Avishek
Mallick
Methods for analyzing data with values below detection limit.
Xiadong Lian
Tolerance Intervals for some continuous distributions.
Meesook Lee
Fiducial
inference for some discrete distributions.