A Parametrized Nonlinear Predictive Control Strategy for Relaxing COVID-19 Social Distancing Measures in Brazil
Marcelo M. Morato, Igor M. L. Pataro, Marcus V. Americano da Costa and, Julio E. Normey-Rico

TL;DR
This paper develops a nonlinear predictive control approach using a data-driven contagion model to optimize social distancing measures in Brazil, aiming to reduce COVID-19 infections and deaths effectively.
Contribution
It introduces a parametrized NMPC strategy combined with an adaptive SIRD model that accounts for dynamic contagion parameters and guides social distancing relaxations.
Findings
Potential to reduce COVID-19 deaths by up to 30%
Effective modeling of contagion over long forecast horizons
Guidelines for public health policy implementation
Abstract
In this paper, we formulate a Nonlinear Model Predictive Control (NMPC) to plan appropriate social distancing measures (and relaxations) in order to mitigate the COVID-19 pandemic effects, considering the contagion development in Brazil. The NMPC strategy is designed upon an adapted data-driven Susceptible-Infected-Recovered-Deceased (SIRD) contagion model, which takes into account the effects of social distancing. Furthermore, the adapted SIRD model includes time-varying auto-regressive contagion parameters, which dynamically converge according to the stage of the pandemic. This new model is identified through a three-layered procedures, with analytical regressions, Least-Squares optimization runs and auto-regressive model fits. The data-driven model is validated and shown to adequately describe the contagion curves over large forecast horizons. In this model, control input is defined…
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