When an output error model is fitted to data with noise-corrupted inputs using a prediction error method, a bias occurs. It was previously shown that the bias is of order O(1/delta) for a small pole-zero separation delta. These notes examine the same problem when an instrumental variable model is fitted. A similar result is shown to hold for the instrumental variable case.

Analyzing the Parameter Bias when an Instrumental Variable Method is Used with Noise-Corrupted Data / Söderström, Tortsen; Soverini, Umberto. - ELETTRONICO. - (2022).

Analyzing the Parameter Bias when an Instrumental Variable Method is Used with Noise-Corrupted Data

Soverini, Umberto
2022

Abstract

When an output error model is fitted to data with noise-corrupted inputs using a prediction error method, a bias occurs. It was previously shown that the bias is of order O(1/delta) for a small pole-zero separation delta. These notes examine the same problem when an instrumental variable model is fitted. A similar result is shown to hold for the instrumental variable case.
2022
Analyzing the Parameter Bias when an Instrumental Variable Method is Used with Noise-Corrupted Data / Söderström, Tortsen; Soverini, Umberto. - ELETTRONICO. - (2022).
Söderström, Tortsen; Soverini, Umberto
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11585/898321
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