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Marcello Farina

Researcher at Polytechnic University of Milan

Publications -  171
Citations -  3462

Marcello Farina is an academic researcher from Polytechnic University of Milan. The author has contributed to research in topics: Model predictive control & Linear system. The author has an hindex of 26, co-authored 160 publications receiving 2680 citations. Previous affiliations of Marcello Farina include Instituto Politécnico Nacional.

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Stochastic linear Model Predictive Control with chance constraints – A review

TL;DR: The main ideas underlying SMPC are presented and different classifications of the available methods are proposed in terms of the dynamic characteristics of the system under control, the performance index to be minimized, the meaning and management of the probabilistic constraints adopted, and their feasibility and convergence properties.
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Distributed predictive control: A non-cooperative algorithm with neighbor-to-neighbor communication for linear systems

TL;DR: This paper presents a novel Distributed Predictive Control algorithm for linear discrete-time systems that enjoys the following properties: state and input constraints can be considered, and convergence of the closed loop control system is proved.
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Distributed Moving Horizon Estimation for Linear Constrained Systems

TL;DR: Under weak observability conditions the authors prove convergence of the state estimates computed by any sensors to the correct state even when constraints on noise and state variables are taken into account in the estimation process.
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Plug-and-Play Decentralized Model Predictive Control for Linear Systems

TL;DR: This work considers a linear system structured into physically coupled subsystems and proposes a decentralized control scheme capable to guarantee asymptotic stability and satisfaction of constraints on system inputs and states and shows how to automatize the design of local controllers.
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Forecasting peak air pollution levels using NARX models

TL;DR: A suitably weighted mean square error (MSE) (one-step-ahead prediction) cost function is used in the identification/learning process to enhance the model performance in peak estimation, which is the final purpose of this application.