Gregory Rice

advertisement
Gregory Rice
Contact Information
Address: Department of Mathematics, 155 S 1400 E Room 233, University of Utah, Salt Lake City
UT 84112
Email: rice@math.utah.edu
Education
• Oregon State University, Corvallis, OR
BS Mathematics, Summa Cum Laude, 2010
• University of Utah, Salt Lake City, UT
PhD, Mathematics, 2015 (expected)
Publications
All articles are available at the author’s webpage: http://www.math.utah.edu/∼rice/
Accepted
• Weak invariance principles for sums of dependent random functions (with István Berkes, and Lajos
Horváth) Stochastic Processes and Their Applications, 123(2013), 385–403
• Test of independence for functional data (with Lajos Horváth and Marie Hušková)Journal of Multivariate Analysis, 117(2013), 100–119
• Testing stationarity of functional time series (with Lajos Horváth and Piotr Kokoszka)Journal of
Econometrics, 179(2014), 66–82
• Extensions of some classical methods in change point analysis (with Lajos Horváth)TEST, 23(2014),
219–255
• Testing equality of means when the observations are curves (with Lajos Horváth)Journal of Time
Series Analysis, to appear
• Testing for independence between two functional time series (with Lajos Horváth )Journal of Econometrics, to appear
• Adaptive bandwidth selection in the estimation of the long run covariance of functional time series
(with Lajos Horváth and Stephen Whipple)Computational Statistics and Data Analysis, Accepted.
Available online at http://www.sciencedirect.com/science/article/pii/S0167947314001790
In preparation
• Weak convergence of the the long run covariance estimator for functional time series (with István
Berkes and Lajos Horváth )
• Testing the equality of the means of functional time series under an increasing number of populations
Invited Talks
• Graz (Austria), Statistical Models for Financial Data III, Technical University of Graz, May 2012.
• Prague (Czech Republic), Recent Advances in Mathematical Statistics, Charles University, November
2012.
• Cologne (Germany), Seminar on functional data analysis, University of Cologne, December 2012.
• London (UK), Workshop on change point analysis, Cass Business School, February 2013.
• Graz (Austria), Statistics colloquium, Technical University of Graz, November 2013.
• St. Louis (USA), NSF-NBER Time Series Seminar, Federal Reserve Bank, September 2014.
Awards
• VIGRE Research Fellowship, National Science Foundation, 2012.
• T. Benny Rushing and Gail T. Rushing Fellowship, University of Utah Department of Mathematics,
2012.
• Graduate Research Fellowship, University of Utah, 2013–2014.
Outreach
• Referee: Journal of Statistical Planning and Inference, Journal of Multivariate Analysis, TEST
• Statistical Consultant: HawkWatch International, UT, 2012–2014
• Organizer: Statistics Common Core Professional Development, UT, 2014
• Co-organizer: University of Utah Time Series Seminar, Salt Lake City, UT., 2013–2014
• Co-organizer: Graduate Teaching Assistant Training Workshop, Salt Lake City, UT., 2014
Teaching
A complete list of teaching evaluations is available at the author’s webpage: http://www.math.utah.edu/∼rice/
• Fall 2010, Math 1030, Quantitative Reasoning
• Spring 2011, Math 1070, Introduction to Statistical Inference
• Summer 2011, Math 3070, Applied Statistics I
• Fall 2011, Math 3070, Applied Statistics I
• Summer 2012, Math 3160, Complex Variables
• Fall 2012, Math 3070, Applied Statistics I
• Spring 2013, Math 3080, Applied Statistics II
• Summer 2013, Math 3070, Applied Statistics I
• Summer 2014, Math 5900, Topics in Statistics and Probability
• Fall 2014, Math 3070, Applied Statistics I
Download