International audienceThis paper addresses the observability analysis and the optimal design of observation parameters in the presence of noisy measurements and parametric uncertainties. The notion of almost !-observability is introduced and a systematic procedure to assess its satisfaction for a given system with a priori known measurement noise statistics and parameter discrepancy is sketched. Moreover, the concept of observation-target quantities is introduced in order to analyze the precision with which specific chosen expressions of the state and the parameters can be reconstructed. The overall framework is exposed and validated through an illustrative example
Model Predictive Control (MPC) and constrained Moving Horizon Estimation (MHE) are both optimization...
A classical robust control problem based on randomized algorithms assumes a probability distribution...
Many applications require reliable, high precision state estimation while mitigating measurement out...
International audienceThis paper addresses the observability analysis and the optimal design of obse...
State and parameter estimation is essential for process monitoring and control. Observability plays ...
Thesis (Ph.D.)--University of Washington, 2022Improving the observability properties of a system all...
AbstractSystem observability in nonlinear estimation problems is a significant factor governing solu...
The goal of my thesis work consists of the implementation of an online active sensing control in the...
In this paper, the design of observers is further investigated via the parameterization technique. T...
In this paper, a constrained moving horizon estimation (MHE) strategy for linear systems is proposed...
Estimation of kinematic attributes using passive sensors is a key problem in air and missile defense...
Abstract — In the last decade, moving horizon estimation (MHE) has emerged as a powerful technique f...
Abstract: Observation issues for reaction systems is of fundamental importance since there is a lack...
This paper presents a novel distributed estimation algorithm based on the concept of moving horizon ...
Expert coverage of the design and implementation of state estimation algorithms for tracking and nav...
Model Predictive Control (MPC) and constrained Moving Horizon Estimation (MHE) are both optimization...
A classical robust control problem based on randomized algorithms assumes a probability distribution...
Many applications require reliable, high precision state estimation while mitigating measurement out...
International audienceThis paper addresses the observability analysis and the optimal design of obse...
State and parameter estimation is essential for process monitoring and control. Observability plays ...
Thesis (Ph.D.)--University of Washington, 2022Improving the observability properties of a system all...
AbstractSystem observability in nonlinear estimation problems is a significant factor governing solu...
The goal of my thesis work consists of the implementation of an online active sensing control in the...
In this paper, the design of observers is further investigated via the parameterization technique. T...
In this paper, a constrained moving horizon estimation (MHE) strategy for linear systems is proposed...
Estimation of kinematic attributes using passive sensors is a key problem in air and missile defense...
Abstract — In the last decade, moving horizon estimation (MHE) has emerged as a powerful technique f...
Abstract: Observation issues for reaction systems is of fundamental importance since there is a lack...
This paper presents a novel distributed estimation algorithm based on the concept of moving horizon ...
Expert coverage of the design and implementation of state estimation algorithms for tracking and nav...
Model Predictive Control (MPC) and constrained Moving Horizon Estimation (MHE) are both optimization...
A classical robust control problem based on randomized algorithms assumes a probability distribution...
Many applications require reliable, high precision state estimation while mitigating measurement out...