Extended Kalman Filter - Higher-order Extended Kalman Filters

Higher-order Extended Kalman Filters

The above recursion is a first-order extended Kalman filter (EKF). Higher order EKFs may be obtained by retaining more terms of the Taylor series expansions. For example, second and third order EKFs are described in . However, higher order EKFs tend to only provide performance benefits when the measurement noise is small.

Read more about this topic:  Extended Kalman Filter

Famous quotes containing the words extended and/or filters:

    I have been accustomed to make excursions to the ponds within ten miles of Concord, but latterly I have extended my excursions to the seashore.
    Henry David Thoreau (1817–1862)

    Raise a million filters and the rain will not be clean, until the longing for it be refined in deep confession. And still we hear, If only this nation had a soul, or, Let us change the way we trade, or, Let us be proud of our region.
    Leonard Cohen (b. 1934)