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- Extended_Kalman_filter abstract "In estimation theory, the extended Kalman filter (EKF) is the nonlinear version of the Kalman filter which linearizes about an estimate of the current mean and covariance. In the case of well defined transition models, the EKF has been considered the de facto standard in the theory of nonlinear state estimation, navigation systems and GPS.".
- Extended_Kalman_filter wikiPageExternalLink ?p=1464.
- Extended_Kalman_filter wikiPageID "18436459".
- Extended_Kalman_filter wikiPageRevisionID "606144446".
- Extended_Kalman_filter hasPhotoCollection Extended_Kalman_filter.
- Extended_Kalman_filter subject Category:Estimation_theory.
- Extended_Kalman_filter subject Category:Nonlinear_filters.
- Extended_Kalman_filter subject Category:Robot_control.
- Extended_Kalman_filter type Artifact100021939.
- Extended_Kalman_filter type Device103183080.
- Extended_Kalman_filter type Filter103339643.
- Extended_Kalman_filter type Instrumentality103575240.
- Extended_Kalman_filter type NonlinearFilters.
- Extended_Kalman_filter type Object100002684.
- Extended_Kalman_filter type PhysicalEntity100001930.
- Extended_Kalman_filter type Whole100003553.
- Extended_Kalman_filter comment "In estimation theory, the extended Kalman filter (EKF) is the nonlinear version of the Kalman filter which linearizes about an estimate of the current mean and covariance. In the case of well defined transition models, the EKF has been considered the de facto standard in the theory of nonlinear state estimation, navigation systems and GPS.".
- Extended_Kalman_filter label "Extended Kalman filter".
- Extended_Kalman_filter label "Filtro de Kalman Extendido".
- Extended_Kalman_filter sameAs Filtro_de_Kalman_Extendido.
- Extended_Kalman_filter sameAs m.04f1g83.
- Extended_Kalman_filter sameAs Q5421817.
- Extended_Kalman_filter sameAs Q5421817.
- Extended_Kalman_filter sameAs Extended_Kalman_filter.
- Extended_Kalman_filter wasDerivedFrom Extended_Kalman_filter?oldid=606144446.
- Extended_Kalman_filter isPrimaryTopicOf Extended_Kalman_filter.