***Friday
December 2nd
***10:00 - 10:50am    PLEASE NOTE THE SPECIAL TIME AND PLACE !!
***Covell 216


Avi Pfeffer
Associate Professor
Division of Engineering and Applied Sciences
Harvard University


Representations and Algorithms for Monitoring Dynamic Systems

Continually monitoring the state of a dynamic system is an important
problem for artificial intelligence.  Dynamic Bayesian networks (DBNs)
provide for compact representation of probabilistic dynamic models.
However the monitoring task is extremely difficult even for
well-factored DBNs.  Therefore approximate monitoring algorithms are
needed.  One family of approximate monitoring algorithms is based on
the idea of factoring the joint distribution over the state of the
system into a product of distributions over factors consisting of
subsets of variables.  Factoring relies on the notion of weak
interaction between subsystems.  We identify a new notion of weak
interaction called separability, and show that it leads to the
property that, in order to compute the factor distributions at one
point in time, only the factored distributions at the previous time
point are needed.  We also define an approximate form of
separability. We show that separability and approximate separability
lead to very good approximations for the monitoring task.

Unfortunately, sometimes the factoring approach is computationally
infeasible.  An alternative approach to approximate monitoring is
particle filtering (PF), in which the joint distribution over the
state of the system is approximated by a set of samples, or particles.
In high dimensional spaces, the variance of PF is high and too many
particles are required to provide good performance.  We improve the
performance of PF by introducing factoring, maintaining particles over
factors instead of the global state space.  This has the effect of
reducing the variance of PF and so reducing its error.  Maintaining
factored particles also allows us to improve PF by looking ahead to
future evidence before deciding which particles to propagate, thus
leading to much better accuracy.

Bio:

Avi Pfeffer is Associate Professor at Computer Science at Harvard
University.  His research is directed towards achieving rational
behavior in intelligent systems, based on the principles of
probability theory, decision theory, Bayesian learning and game
theory.  He received his PhD in 2000 from Stanford University, where
his dissertation on probabilistic reasoning received the Arthur
Samuel Thesis Award.  Dr Pfeffer has published technical papers on
probabilistic reasoning, strategic reasoning, agent modeling, temporal
reasoning, and database systems.  He was awarded the NSF Career Award
in 2001 for work on strategic reasoning, and the Alfred P. Sloan
Foundation Research Fellowship in 2002.  Dr Pfeffer serves on the
editorial board of the Journal of Artificial Intelligence Research,
and on the program committees of a number of leading conferences in
artificial intelligence.

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