2003Dianji yu kongzhi xuebaoRequires access

Study for outliers based on Kalman filtering

Jie Ma

Open publisher page 10 citations

Abstract

In Kalman filtering applications the observation values including outliers are important effect on optimal filtering. The outliers affect the orthogonal property of Kalman filter innovation sequence, filtering accuracy and make estimation inaccurate. In this paper, the modifying orthogonal property of innovation sequence based on Robust Kalman filtering is presented, which can keep orthogonal properties of innovation sequence. Simulation results show that the modified algorithms are effectively resistant to outliers in sampling data.

About this research paper

What this paper is about

In Kalman filtering applications the observation values including outliers are important effect on optimal filtering. The outliers affect the orthogonal property of Kalman filter innovation sequence, filtering accuracy and make estimation inaccurate. In this paper, the modifying orthogonal property of innovation sequence based on Robust Kalman filtering is presented, which can keep orthogonal properties of innovation sequence. Simulation results show that the modified algorithms are effectively resistant to outliers in sampling data.

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OpenAlex reports 10 citations for this work. Citation counts describe recorded attention and do not establish research quality.

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Available abstract

In Kalman filtering applications the observation values including outliers are important effect on optimal filtering. The outliers affect the orthogonal property of Kalman filter innovation sequence, filtering accuracy and make estimation inaccurate. In this paper, the modifying orthogonal property of innovation sequence based on Robust Kalman filtering is presented, which can keep orthogonal properties of innovation sequence. Simulation results show that the modified algorithms are effectively resistant to outliers in sampling data.

Key concepts: Kalman filter, Outlier, Sequence (biology), Fast Kalman filter, Computer science, Property (philosophy), Moving horizon estimation, Extended Kalman filter

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