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.
[Research Scientist,
National Wetlands Research Center, USGS,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.
[Research Epidemiologist
at USDA-ARS, Opelousas, LA]
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.
[Associate 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.
[Associate
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.
[Research
Associate Professor, General Internal Medicine, University of Washington,
Seattle.]
15. Fei
Lu
Thesis Title: ANOVA and
MANOVA under Heteroscedasticity. Ph.D., Spring 2007.
[Product Manager, Essilor
of America, Dallas, TX]
16. Jie
Peng
Thesis Title: Sample Size
Calculation and Tests for Binomial and Poisson Distributions. Ph.D., Fall 2008.
[Professor, St. Ambrose
University, Davenport, Iowa]
17. Yin
Lin
Thesis Title: Generalized
Inference for Weibull Distributions.
Ph.D., Spring 2010.
[Lecturer, University of
Texas, El Paso, TX]
18. Avishek
Mallick
Thesis Title: Inference
Based on Censored Samples. Ph.D., Spring 2010.
[Associate Professor,
Marshall University, Huntington, WV]
19. Meesook
Lee
Thesis Title: Fiducial
Inference for Some Discrete Distributions.
Ph.D.,
Spring 2010.
[Assistant Professor,
McNeese State University, Lake Charles, LA]
20. Xiaodong Lian
Thesis Title: Tolerance
Intervals for Some Linear Models.
Ph.D.,
Summer 2011.
[Statistician, Health
Advocate, Los Angeles]
21. Fang
Xie
Thesis Title: Tolerance
Intervals for Some Discrete and Continuous Distributions. Ph.D., Summer 2012.
22. Zhao
Xu
Thesis Title: Inference
for Lognormal Distributions based on Data with
Multiple Detection
Limits. Ph.D., Summer 2012.
[Software developer, Statacorp LP, College Station, TX]
23. Dan
Zhang
Thesis Title: Tests and
Interval Estimation Methods for Some Discrete Distributions. Ph.D., Fall 2013.
[Statistician, L2C, Inc., Atlanta, GA]
24. Xiao
Wang
Thesis Title: Inference
on Gamma Distribution: Censored and Uncensored Cases. Ph.D., Fall 2017.
[Assistant Professor,
Qingdao University, China]
25. Md
Sazib Hasan
Thesis Title:
Inference on Lognormal Distributions Based on
Complete,
Censored or Zero-Inflated Data. Ph.D., Fall 2019.
[Assistant
Professor, Dixie State University, Utah]
26. Shanshan
Lv
Thesis Title: Confidence
Intervals and Prediction Intervals for Some Discrete Distributions. Ph.D., Fall
2019.
[Assistant Professor, Trueman State University, Missouri]
27.
Dustin Waguespack
Thesis Title: Inference for Rayleigh
Distributions: One- and Two-Sample Cases. Ph.D., Fall 2020.
[Statistician, CGI, Lafayette,
Louisiana]
28.
Ngan Hoang-Nguyen-Thuy
Thesis Title: On Construction of Two-Sided
Tolerance Intervals and Confidence Intervals for Probability Content. Ph.D.,
Fall 2020.