Research Interests Marron's theoretical interests are in smoothing methods for curve estimation. This is a flexible and powerful approach to data analysis, especially useful in situations where a good parametric model is unknown, or there is a need for visual model checking. Mathematical analysis, especially a wide array of asymptotics, to the depth of minimax lower bounds, is a frequently used methodological research tool in this area. However computational, numerical and graphical methods are also indispensable. These techniques are broadly applicable in most areas of science where numbers and uncertainty are involved. Personal application areas include biology, economics, geology, human movement, image analysis, marketing, ophthalmology and software engineering.
Awards - Fellow, IMS
- Fellow, ASA
- Member, ISI
- Amos R. Hawley Distinguished Professor
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