Michael Baron

Professor - Mathematical Sciences
mbaron@utdallas.edu
972-883-6874
ECSN 3.912
UTD Webpage

Professional Preparation

Ph.D. - Statistics
University of Maryland - 1995
M.S. - Mathematics
University of St.~Petersburg - 1992

Research Areas

Research areas
  • Sequential Analysis
  • Change-Point Detection
  • Bayesian Inference
  • Applications of Statistics in Clinical Trials, Epidemiology, Semiconductor Manufacturing, and Energy Finance

Publications

M. Baron, A. L. Rukhin. Asymptotic behavior of confidence regions in the change-point problem. Journal of Statistical Planning and Inference, 58:263-282, 1997. 1997 - Publication
M. Baron. On the first passage time for waiting processes. Theory of Probab. and Appl., 41: 328 -- 334, 1996. 1996 - Publication

Appointments

Academic Visitor
IBM T. J. Watson Research Center [2003–2004]
Associate Professor
University of Texas at Dallas [2001–Present]
Instructor
University of Maryland, Baltimore County, Baltimore, Maryland [1995–1995]
Assistant Professor
University of Texas at Dallas [1995–2001]

Projects

Optimal Sequential Detection of Change-Points and Bayesian Analysis of Markov Chains
2003–2003 Optimal Sequential Detection of Change-Points and Bayesian Analysis of Markov Chains. Department of Statistics Colloquia Series, U. of Connecticut, Storrs, CT
Statistical problems of an asymmetric nature
2018–2018 Statistical problems of an asymmetric nature. Meeting of AMS, Louisville, KY
Markov random fields in semiconductor manufacturing
2018–2018 Markov random fields in semiconductor manufacturing. Technometrics invited paper. Spring Research Conference on Statistics in Industry and Technology, Roanoke, VA
Sequential change-point analysis for the early detection of epidemics
2018–2018 Sequential change-point analysis for the early detection of epidemics. Invited tutorial lecture. DIMACS Tutorial on Statistical and Other Analytic Health Surveillance Methods, Special Focus on Computational and Mathematical Epidemiology, DIMACS Center, Rutgers University, Piscataway, NJ
Bayesian and minimax estimation under non-standard loss functions
2018–2018 Bayesian and minimax estimation under non-standard loss functions. The 4th New Researchers Conference in Statistics. Baltimore, MD

Additional Information

ORGANIZATION OF CONFERENCES AND WORKSHOPS
  • Conference "The First UT-Dallas Symposium in Statistics and Biostatistics", UT-Dallas, April 30, 2005
  • Invited paper session "Sequential Methods" at 2003 Quality Productivity Research Conference, Yorktown Heights, NY
  • Special contributed paper session "Statistical Methods in Semiconductor Manufacturing" at the Joint Statistical Meetings, Dallas, TX

UNIVERSITY COMMITTEES
  • Member of Academic Senate, 1997-1998, 2001 -2002
  • Member of the IR committee, 1999-2001
  • Chair of the IR committee, 2000-2001
EDITORIAL AND REFEREEING WORK, COMMUNITY SERVICE
  • Associate Editor of Sequential Analysis
  • Referee of the Journal of American Statistical Association, Statistics and Decisions, Journal of
  • Statistical Plam1ing and Inference, Technometrics, Metrika, Statistics and Probability Letters
  • Member of the Institute of Mathematical Statistics
  • Member of the International Society for Bayesian Analysis

News Articles

Statistics Professor Follows Family Footsteps to Award-Winning Path
Dr. Michael Baron knew early in his life that he wanted to be a teacher.

“My parents were my first teaching coaches,” said Baron, a professor of mathematical sciences at UT Dallas whose parents were both high school math teachers, and whose grandfather was a mathematics lecturer and scholar of Hebrew studies.

“I saw how thoroughly they prepared for each class, how mindfully they wrote handouts, and how carefully they graded homework and exams. They showed me rather early what it takes to become a professional teacher,” he said. 

Funding

Identifying change points and pattems in development, leaming and problem solving processes
$68,386 - NSF, Division of Social and Economic Sciences [1999–2001]
Pattem recognition and signature analysis in semiconductor risk assessment
$20,137 - Texas Instruments, Inc. [1997–1998]