Thus, we can boundα(t) as defined in (Wolff et al., 2024b, Eq

Hence, there exist au max, an xmax so that||u(t)|| ≤u max and||x(t)|| ≤x max ∀t∈I ≥0 · 2023

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eess.SY · 2025-12-23 · unverdicted · novelty 6.0

A data-driven moving horizon estimator for linear systems with irregular measurements achieves sample-based practical robust exponential stability.

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Data-based Moving Horizon Estimation under Irregularly Measured Data eess.SY · 2025-12-23 · unverdicted · none · ref 3
A data-driven moving horizon estimator for linear systems with irregular measurements achieves sample-based practical robust exponential stability.