2017
DOI: 10.1109/tac.2016.2612538
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A General Framework for Predictors Based on Bounding Techniques and Local Approximation

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Cited by 37 publications
(30 citation statements)
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“…While measurement noise e is discussed in several papers, few consider process noise w . Reference [10] is one exception where both the input and output are subject to noise. Consistency of the estimate method is, however, not discussed in that paper.…”
Section: A Standard Methods and Possible Bias Problemsmentioning
confidence: 99%
“…While measurement noise e is discussed in several papers, few consider process noise w . Reference [10] is one exception where both the input and output are subject to noise. Consistency of the estimate method is, however, not discussed in that paper.…”
Section: A Standard Methods and Possible Bias Problemsmentioning
confidence: 99%
“…When the controller takes into account this constraint, the optimal solution mostly satisfies it. Figure 10 shows the average head estimation signal error for the demand node 4, which is calculated as the difference between the real average head, obtained by simulation, and the estimation of the average head, obtained as in (22). We can observe that the error signal has approximately zero mean (0.21%).…”
Section: Examplementioning
confidence: 96%
“…18 A different technique used by Canale et al 19 based on nonlinear set membership, 20 was used to obtain an approximate model with a bound on the worst-case model error that can be used to infer closed-loop-stability properties. Prediction models are also inferred from experimental data of inputs and outputs of the plant in the work of Limon et al 21 Prediction methods can also return an interval obtained from historic input-output measurements that bounds the system output as in the work of Bravo et al 22 A different approach is to completely avoid the model estimation phase. Favoreel et al 23 used this approach to derive, by means of matrix decompositions, an LQG control law directly from data.…”
Section: Introductionmentioning
confidence: 99%
“…El término Kinky Inference hace referencia al resultado del predictor descrito en la ecuación (3). Debido al tipo de interpolación que se hace basada en los datos y la continuidad de Lipschitz, la función resultantef no es diferenciable, sino que presenta una forma angulosa, que propicia el término kinky en inglés.…”
Section: Filtrado Del Predictorunclassified