The conference is the fourth of a series of symposia. The goal of the Symposia is to examine the role that Optimality can play, or should play, in modern statistics. Due to the advent of high throughput data collection technology and the parallel development of computing power to analyze such data, it often happens that statistical theory gives way to raw computing power. Although most of the new exciting computational/statistical methodologies have provided tools to make headway in many important scientific problems, a need to generalize and systematize this knowledge is now quite evident. The Symposia will bring together a group of experts to discuss cutting-edge research optimality ideas in the context of modern statistical methodologies. It is believed that, although much progress has taken place in areas such as data visualization and data mining and knowledge discovery among others, the subjects are ripe for the development of an optimality paradigm that allows for objective comparisons of methodologies. This new paradigm, although still to be defined, is necessary to push the research frontiers in these important areas. The conference will showcase new developments by leading researchers in an environment conducive to the development of new human resources and an opening session will showcase the work of young investigators.

With the substantial contributions that statistics continues to make to the analyses of massive high-dimensional data arising in the biomedical sciences, national security, reliability of urban infrastructures, atmospheric sciences, etc, the need to synthesize this knowledge to more efficiently and effectively analyze such data has come to the forefront of the discipline. Current statistical efforts, for example, leading to a better understanding of the stochastic behavior of the power grid, should help in the creation of an intelligent grid that can better respond to changes in the grid's status and thus avert cascading failures that currently cost in the order of $104 billion dollars in the United States alone. The symposium will provide a forum to showcase the exciting and impacting theoretical work that needs to be developed to better understand the behavior of these complex systems. In addition, the symposium will provide the environment for the maturing of young researchers and the development of more human resources in these important areas.

Project Report

The Fourth Erich L. Lehmann Symposium on Optimality was held from May 9th through May 12th in 2011 on the campus of Rice University in the School of Engineering and was hosted by the Statistics Department. As in the three previous Lehmann Symposia, the fourth symposium had as one of its goals to gather some of the top researchers in theoretical statistics to discuss, showcase, and encourage technical developments in optimality in statistics. A collection of plenary sessions, several invited technical sessions, and a session for young investigators, were masterfully coalesced by the scientific committee. Graduate students, Postdocs, young and senior faculty, and professionals from the financial, medical and energy industries close to the Rice campus benefited from discussions on theoretical issues of current interest. Central to many discussions was the interest on high-dimensional data which is by now ubiquitous in many modern problems in science. Presentations given at the Symposium have been posted, and can be downloaded, as either power-point or pdf files in the Symposium webpage www.stat.rice.edu/~jrojo/4th-Lehmann/. Video presentations from the second and third Lehmann Symposia are publicly available at the sites http://edtech.rice.edu/www/?option=com_iwebcast&task=webcast&action=details&event=408 and http://edtech.rice.edu/www/?option=com_iwebcast&task=webcast&action=details&event=1057 A collection of papers presented during, and motivated by, the symposium will be published in two upcoming issues of the Journal Statistical Modelling.

Agency
National Science Foundation (NSF)
Institute
Division of Mathematical Sciences (DMS)
Type
Standard Grant (Standard)
Application #
1019634
Program Officer
Gabor Szekely
Project Start
Project End
Budget Start
2010-08-01
Budget End
2012-07-31
Support Year
Fiscal Year
2010
Total Cost
$25,000
Indirect Cost
Name
Rice University
Department
Type
DUNS #
City
Houston
State
TX
Country
United States
Zip Code
77005