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Seminar: State of the art in Gaussian and non-Gaussian nonlinear filtering: Optimal and suboptimal approaches

Seminar: State of the art in Gaussian and non-Gaussian nonlinear filtering: Optimal and suboptimal approaches

“Meet a GERAD researcher!” seminar

Title
: State of the art in Gaussian and non-Gaussian nonlinear filtering: Optimal and suboptimal approaches

Speaker: Hamza Benzerrouk – Polytechnique Montréal, Canada

Nonlinear state estimation is a fundamental challenge with many applications in areas such as target and multi-target tracking, navigation and control system design, power systems, biomedical engineering, econometrics, etc. In this talk, I will first present and compare state-of-the-art nonlinear filtering methods for Gaussian noise environments, such as extended Kalman filters, divided difference filters, unscented Kalman filters, cubature filters, Gauss-Hermite Kalman filters, etc., including their higher degree versions. For non-Gaussian noise environments, it is necessary to adapt and modify these filters to obtain more robust estimators. I will discuss and compare possible modifications and transformations based on the Gaussian sum approach, the point mass approach and the Monte Carlo approach, as well as Huber-based estimation.

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Coffee and biscuits will be offered at the beginning of the seminar.

Welcome to everyone!

Date

Tuesday February 6, 2018
Starts at 15:30

Price

gratuit

Contact

Place

Université de Montréal - Pavillon André-Aisenstadt
2920, chemin de la Tour
Montréal
QC
Canada
H3T 1N8
514 343-6111
4488

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