Willaman
Professor of Statistics
- Head, Department of Statistics
- Ph.D., University of Washington, 1978
Current CV
Dr. Lindsay's research is in the following five areas.
Nuisance parameters: When building
a statistical model for data collected on a sample of
individuals, it is typically necessary to include many
parameters to make sure the model is rich enough to
approximate the true state of nature. However, the standard
methods of statistical analyses have major deficiencies
when viewed in this framework.
Mixture models: If the heights of
college students in a classroom are sampled, then the
distribution of the heights will be bimodal, because
the students are a mixture of males and females.
Computer algorithms: There has been
an explosion of new ideas and methods in statistics
because the computer has made it feasible to be much
more sophisticated and realistic in creating models.
Minimum distance and robustness:
A long-standing concern in statistical methods has been
the sensitivity of the answers to one or more incorrect
data points; a robust method is one lacking this deficiency.
Genometrics: One of the most exciting
areas of statistical applications is arising through
modern biological work on understanding the genome of
man and other species.
Dr. Lindsay was a Humboldt Senior Scientist (1991)
in Berlin and a Guggenheim Fellow (1996). He is a Fellow
of the Institute of Mathematical Statistics and the
American Statistical Association. He was selected as the Fisher lecturer for COPSS in 2010, one of the premier honors in statistics. As of 2010, he had
supervised 27 Ph.D. dissertations.
Representative publications
Liu, J. and Lindsay, B. G. 2009. Building and using semiparametric tolerance regions for parametric models. Annals of Statistics 37: 3644-3659.
Yao, W. and Lindsay, B. G. 2009. Bayesian Mixture Labeling by Highest Posterior Density. Journal of the American Statistical Association 104(486): 758-767.
Lindsay, B. G. and Liu, J. 2009. Model assessment tools for a model false world. Statistical Science 24: 303-318.
Lindsay, B. G., Markatou, M., Ray, S. R., Yang, K., and Chen, S. C. 2008. Quadratic distances on probabilities: a unified foundation. Annals of Statistics 36: 983-1006.
Li, J, Ray, S. R., and Lindsay, B. G. 2007. A nonparametric approach to clustering via mode identification. Journal of Machine Learning Research 8: 1687-1723.
Chen, S. C. and Lindsay, B. G. 2006. Building mixture trees from binary sequence data. Biometrika 93: 843-860.
Cui, Liying, Wall, P. Kerr, Leebens-Mack, James H., Lindsay, Bruce G., Soltis, Douglas E., Doyle, Jeff J., Soltis, Pamela S., Carlson, John E., Arumuganathan, Kathiravetpilla, Barakat, Abdelali, Albert, Victor A., Ma, Hong, dePamphilis, Claude W. 2006. Widespread genome duplication throughout the history of flowering plants. Genome Research 16: 738 – 749.
Lindsay, B. G. and Ray, S. 2005. The topography of multivariate normal mixtures. Annals of Statistics 33: 2042-2065.
Lindsay, B. G., Kettenring, J., and Siegmund, D. O. 2004.
A report on the future of Statistics. Statistical
Science 19: 387-413.
Lindsay, B. G., and Qu, A. 2003. Inference functions
and quadratic score tests. Statistical Science
18: 394-410.
Mao, C. X., and Lindsay, B. G. 2002. A Poisson model
for coverage problems with an application in genomic
research. Biometrika 89: 669-682.
Qu, A., Lindsay, B. G., and Li, B. 2000. Improving generalized
estimating equations using quadratic inference functions.
Biometrika 87: 823-836.
Markatou, M., Basu, A., and Lindsay, B. G. 1998. Weighted
likelihood equations with bootstrap root search. Journal
of the American Statistical Association 93: 740-751.
Lindsay, B. G., and Li, B. 1997. On the unconditional
optimality of the observed Fisher information as an
estimate of squared error loss. Annals of Statistics
25: 2172-2200.
Roeder, K., Carroll, R., and Lindsay, B. G. 1996. A semiparametric
mixture approach to case-control studies with errors
in covariables. Journal of the American Statistical
Association 91: 722-733.
(Winner of the Snedecor Prize)
Lindsay, B. G. 1995. Mixture models: Theory, geometry,
and applications. NSF-CBMS Regional Conference Series
in Probability and Statistics, Volume 5, Institute for Mathematical Statistics: Hayward, CA. (Monograph)
Last updated: 16 July 2010 |