Ori Rosen's Home Page
Contact information
Department of Mathematical Sciences
University of Texas at El Paso
Bell Hall 221
El Paso, TX 79968
E-mail:ori@math.utep.edu
Telephone: (915) 747-6843
Research Interests
Bayesian computational methods (MCMC),
Ecological inference, Mixtures-of-experts, Time series, Functional data
analysis.
Selected Publications
-
Rosen, O. and Tanner, M. (1999). Mixtures of Proportional Hazards Regression
Models, Statistics in Medicine, 18, 1119-1131.
-
King, G., Rosen, O. and Tanner, M. (1999). Binomial-Beta Hierarchical Models
for Ecological Inference, Sociological Methods and Research, 28,
61-90 (special issue on Bayesian methods in the social sciences)
-
Rosen, O., Jiang, W. and Tanner, M. (2000). Mixtures of Marginal Models.
Biometrika, 87, 391-404.
-
Rosen, O., Jiang, W., King, G. and Tanner, M.A. (2001). Bayesian and
Frequentist Inference for Ecological Inference: the R x C Case, Statistica
Neerlandica, 55, 134-156 (special issue on analysis of repeated
cross-sectional data)
-
Liao, J. and Rosen, O. (2001). Fast and Stable Algorithms for Computing and
Sampling from the Noncentral Hypergeometric Distribution, The
American Statistician, 55, 366-369.
-
Rosen, O. and Cohen, A. (2003). Analysis of Growth Curves via Mixtures,
Statistics in Medicine, 22, 3641-3654.
-
King, G., Rosen, O. and Tanner, M.A. (eds.) Ecological Inference:
New Methodological Strategies, Cambridge University Press (2004).
- Rosen, O. and Stoffer, D.S. (2007). Automatic
Estimation of Multivariate Spectra via Smoothing Splines.
Biometrika, 94, 335-345.
-
Sun, Z., Rosen, O. and Sampson, A.R. (2007).
Multivariate Bernoulli Mixture Models with Application to Postmortem Tissue
Studies in Schizophrenia.
Biometrics, 63, 901-909.
-
Thompson, W. and Rosen, O. (2008).
A Bayesian Model for Sparse Functional Data.
Biometrics, 64, 54-63.
-
King, G., Rosen, O. and Tanner, M.A. Ecological inference. To appear in
The New Palgrave Dictionary of Economics, Second Edition
-
King, G., Rosen, O., Tanner, M.A. and Wagner, A.F. (2008).
Ordinary Economic Voting Behavior in the Extraordinary Election of
Adolf Hitler.
Journal of Economic History, 68, 951-996.
-
Rosen, O., Stoffer, D. and Wood, S. (2009).
Local Spectral Analysis via a Bayesian Mixture of Smoothing Splines.
J. of the American Statistical Association, 104, 249-262.
-
Rosen, O. and Thompson, W. (2009).
A Bayesian Regression Model for Multivariate Functional Data.
J. of Computational Statistics and Data Analysis, 53, 3773-3786.
-
Wood, S., Rosen, O. and Kohn, R. (2011).
Bayesian Mixtures of Autoregressive Models .
(Appendices) .
J. of Computational and Graphical Statistics, 20, 174-195.
Grants (as PI)
Teaching