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Original Articles

Convergence of discrete-time Kalman filter estimate to continuous time estimate

Pages 668-679 | Received 16 Dec 2014, Accepted 31 Aug 2015, Published online: 04 Oct 2015

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Jörn Sass, Dorothee Westphal & Ralf Wunderlich. (2023) Diffusion approximations for periodically arriving expert opinions in a financial market with Gaussian drift. Stochastic Models 39:2, pages 323-362.
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Articles from other publishers (5)

Philippe Moireau. 2023. Numerical Control: Part B. Numerical Control: Part B 297 339 .
Matthieu Aussal & Philippe Moireau. (2022) Kernel representation of Kalman observer and associated H -matrix based discretization . ESAIM: Control, Optimisation and Calculus of Variations 28, pages 78.
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Jörn Sass, Dorothee Westphal & Ralf Wunderlich. (2021) Diffusion approximations for randomly arriving expert opinions in a financial market with Gaussian drift. Journal of Applied Probability 58:1, pages 197-216.
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Bingqi Liu, Mingzhe Liu, Mingfu He, Yingjie Ma & Xianguo Tuo. (2019) Model-Based Pileup Events Correction via Kalman-Filter Tunnels. IEEE Transactions on Nuclear Science 66:1, pages 528-535.
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Atte Aalto. (2018) Convergence of discrete-time Kalman filter estimate to continuous-time estimate for systems with unbounded observation. Mathematics of Control, Signals, and Systems 30:2.
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