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${H} _\infty $ Based Estimation of Nonlinear Systems
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This letter presents a ${H} _{\infty }$ criterion-based recursive filter of nonlinear systems with nonlinear dynamics and measurement. The filter is based on the deterministic-statistical approach to estimation. The solution… Click to show full abstract
This letter presents a ${H} _{\infty }$ criterion-based recursive filter of nonlinear systems with nonlinear dynamics and measurement. The filter is based on the deterministic-statistical approach to estimation. The solution is based on three components: 1) the mean square error criterion; 2) the state dependent coefficients form; and 3) calculus of variations. The computation of the estimator’s gains needs the solution of a non-symmetric differential Riccati matrix equation. A simulation example is presented.
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