1991
DOI: 10.1109/7.68157
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A modified adaptive Kalman filter for real-time applications

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Cited by 38 publications
(4 citation statements)
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“…In generally, , therefore,we approximately consider that is complex valued Gussian noise,whose mean and variance are unknown.Thus the filter performance is compensated by a fiction noise .Moreover, we assume the variance of is unknown too.Denote by the identified channel at time n based on the state at time m. Extend the works in [6], [7]and [8],we obtain following time-varying noise recursive estimator:…”
Section: Mimo Channel Identification Based On Kfmentioning
confidence: 99%
See 1 more Smart Citation
“…In generally, , therefore,we approximately consider that is complex valued Gussian noise,whose mean and variance are unknown.Thus the filter performance is compensated by a fiction noise .Moreover, we assume the variance of is unknown too.Denote by the identified channel at time n based on the state at time m. Extend the works in [6], [7]and [8],we obtain following time-varying noise recursive estimator:…”
Section: Mimo Channel Identification Based On Kfmentioning
confidence: 99%
“…Nevertheless, as we know,if the a priori system model is low precision or timevarying,performance of Kalman filtering will degenerate,even lead to divergency.In order to improve the performance of KF,Sage and Husa propose a kind of adaptive KF in [7].But it isn't able to estimate time-varying noise.For implement in systems with time-varying process noise and measurement noise, a modified adaptive KF is derived in [8],Dynamic matrix and forgetting factor to emphasize the effect of new data and forget old data gradually are adopted in [9].In [10],Z.L. Deng compensated unknown time-varying fiction noise for autoregressive move average(ARMA) model error of the system: hence,the word "robust",and obtain good performance.…”
Section: Introductionmentioning
confidence: 99%
“…Some of the later works reported [11][12][13] use the innovation to tune the noise covariances by modifying Mehra's propositions. A modified adaptive Kalman filtering algorithm is derived [14] for the standard linear problem under an irregular environment where all variances of the zero mean Gaussian white (system and observation) noises are unknown a priori. On the other hand, Loh and Hauser [15] used the innovations to tune the Kalman gain matrix straightaway.…”
Section: Innovation Based Approachesmentioning
confidence: 99%
“…Nevertheless, as we know,if the a priori system model is low precision or time-varying,performance of Kalman filtering will degenerate, even lead to divergence. In order to improve the performance of KF,Sage and Husa proposed a kind of adaptive KF in [12],but it isn't able to estimate time-varying noise.A modified adaptive KF was derived in [13]. A forgetting factor to emphasize the effect of new data and forget old data gradually was adopted in [14],which can be applied into time-varying systems.…”
Section: Introductionmentioning
confidence: 99%