| EECS Joint Colloquium Distinguished Lecture Series | ||||
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Monday, March 01, 2004 Dr. Martin Wainwright EECS Dept., UC Berkeley |
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Message-passing algorithms in graphical models and their applications to large-scale stochastic systems |
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Abstract: |
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Probability distributions defined by graphs arise in a variety of fields, including statistical
signal and image processing, sensor networks, machine learning, and communication theory. Graphical
models provide a principled framework in which to combine local constraints so as to construct a
global model. Important practical problems in applications of graphical models include computing
marginal distributions or modes, and the log partition function. Although these problems can be
solved efficiently in tree-structured models, these same tasks are intractable for general
large-scale graphs with cycles.
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| Biography: | ||||
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Martin Wainwright received his doctorate in Electrical Engineering and Computer Science from MIT in 2002, and is currently a post-doctoral research associate in the Department of EECS at UC Berkeley. His research interests are centered on issues of modeling, analysis and computation in large-scale stochastic systems, and their applications to problems including statistical signal processing, sensor networks, and error-control coding. He received the 1967 Fellowship from the Natural Sciences and Engineering Research Council of Canada, and the George M. Sprowls award for best Ph.D. thesis from the EECS department at MIT. |
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