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Approximate conditional least squares estimation of a nonlinear state space model via an unscented Kalman filter

Type: Journal Paper

Author : Ahn, Kwang Woo - Chan, Kung

Publisher: Elsevier Science

Year: 2014

Bounds on locally recoverable codes with multiple recovering sets

Type: Conference Paper

Author : Tamo, I. , Barg, A.

Publisher: IEEE

Year: 2014

Identification algorithm for siting of phasor measurement units

Type: Conference Paper

Author : Thomas, P.; Rajagolapan, S.; Blevins, B.; SANTOSO, S.

Publisher: IEEE

Year: 2014

External Reviewers

Type: Conference Paper

Publisher: IEEE

Year: 2014

Solution to generalized matrix equation AV − EV J = B<inf>D</inf>W<inf>D</inf>J + B<inf>P</inf>W<inf>P</inf>

Type: Conference Paper

Author : Hai-Hua Yu , De-Gang Bi

Publisher: IEEE

Year: 2014

Advanced security management system for critical infrastructures

Type: Conference Paper

Author : Karantjias, A. , Polemi, N. , Papastergiou, S.

Publisher: IEEE

Year: 2014

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Approximate conditional least squares estimation of a nonlinear state space model via an unscented Kalman filter

Bounds on locally recoverable codes with multiple recovering sets

Identification algorithm for siting of phasor measurement units

External Reviewers

Solution to generalized matrix equation AV − EV J = B<inf>D</inf>W<inf>D</inf>J + B<inf>P</inf>W<inf>P</inf>

Advanced security management system for critical infrastructures

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Approximate conditional least squares estimation of a nonlinear state space model via an unscented Kalman filter

Bounds on locally recoverable codes with multiple recovering sets

Identification algorithm for siting of phasor measurement units

External Reviewers

Solution to generalized matrix equation AV &#x2212; EV J = B<inf>D</inf>W<inf>D</inf>J + B<inf>P</inf>W<inf>P</inf>

Advanced security management system for critical infrastructures

Solution to generalized matrix equation AV − EV J = B<inf>D</inf>W<inf>D</inf>J + B<inf>P</inf>W<inf>P</inf>