Distributed estimation and control: Difference between revisions
From Murray Wiki
Jump to navigationJump to search
No edit summary |
No edit summary |
||
Line 1: | Line 1: | ||
In this lecture, we will take a look at the fundamentals of | In this lecture, we will take a look at the fundamentals of | ||
distributed estimation. We will consider a random variable being | distributed estimation. We will consider a random variable being | ||
observed by | observed by multiple sensors. Under the assumptions of Gaussian noises | ||
and linear measurements, we will derive the weighted covariance | and linear measurements, we will derive the weighted covariance | ||
combination of estimators. We will then touch upon the issues of | combination of estimators. We will then touch upon the issues of |
Latest revision as of 17:12, 5 May 2006
In this lecture, we will take a look at the fundamentals of distributed estimation. We will consider a random variable being observed by multiple sensors. Under the assumptions of Gaussian noises and linear measurements, we will derive the weighted covariance combination of estimators. We will then touch upon the issues of distributed static sensor fusion and estimation of a dynamic random variable. Towards the end, we will look at the problem of dynamic sensor fusion, i.e., distributing a Kalman filter so that multiple sensors can estimate a dynamic random variable.