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Contact: luke.fletcher@anu.edu.au INFOENG SEMINAR SERIES Colloquium Series
Observer theory for linear systems - a playground for paradigmsDr. Jochen Trumpf (InfoEng,RSISE,CECS,ANU. & SEACS,NICTA.)DATE: 2006-01-20 TIME: 11:00:00 - 12:00:00 LOCATION: RSISE Seminar Room, ground floor, building 115, cnr. North and Daley Roads, ANU ABSTRACT: Roughly speaking, the observation problem is to compute or estimate the current values of some measurable quantities that evolve in time - call them variables - from the knowledge of past values of some (other) variables, where both sets of variables are interconnected by the action of a dynamical system. An observer is a system or algorithm that computes these values.
In this talk I will try to explain three different paradigms for the modelling
of linear deterministic systems (state space, behaviors and polynomial
models) and how they interact in observer theory. I will present a particular
class of observers (tracking observers) and discuss their properties. The
talk will culminate in a characterisation of all possible observer dynamics
(and hence error dynamics) for this class of observers. For the experts: this
is a generalisation of Rosenbrock's theorem to the quotient space setting
which is joint work with Paul Fuhrmann (accepted for publication in IJC).
This result has never been publicly presented before. From 1997-2001 Dr Trumpf was a Research Fellow in the Institute for Applied Mathematics and Statistics at the University of Würzburg (Germany). In 2001-2002 Dr Trumpf was a Research Fellow in the Mathematical Institute at the University of Würzburg (Germany). During Spring 2003 Dr Trumpf was a Visiting Fellow in the Center for Applied Mathematics at the University of Notre Dame (USA). Since April 2003 Dr Trumpf has been a Research Fellow in the Department of Systems Engineering (now known as the Department of Information Engineering), at the Research School of Information Sciences and Engineering, The Australian National University, Canberra (Australia). Dr Trumpf earned a Vordiplom (Bachelor degree) in Mathematics in 1993, a Vordiplom (Bachelor degree) in Computer Science in 1994, a Diplom (Masters degree with a one year thesis project) in Mathematics in 1997 and a Dr. rer. nat. (PhD degree) in Mathematics in 2002, all from the Department of Mathematics and Computer Science at the University of Würzburg, Germany. |