IEICE Transactions on Fundamentals of Electronics, Communications and Computer Sciences
Online ISSN : 1745-1337
Print ISSN : 0916-8508
On Exponential Convergence of Self-Learning Observers for Fault Reconstruction via Halanay's Inequality Approach
Lining TANRuiqiu LUHui-jie SUNLianren ZHANGJin WUDezhi XUChengxi ZHANG
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JOURNAL FREE ACCESS Advance online publication

Article ID: 2025EAL2030

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Abstract

This work studies the fundamental properties of self-learning observers (LOs), which simultaneously estimate states and parameters resource-efficiently. LOs have a simple structure, the capacity to estimate system uncertainties using only one algebraic equation, and decent performance. We explore the exponential convergence property of LOs in-depth and present an explicit exponential convergence rate for the first time using Halanay's inequality technique. This work further contributes by providing fewer conservative conditions, thereby decreasing the equality condition that must be satisfied in previous studies on LOs. The LO parameters are acquired by solving linear matrix inequalities (LMIs), and the rules for parameter tuning under the new constraints are provided.

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© 2025 The Institute of Electronics, Information and Communication Engineers
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