The PaGMO framework offers several optimization algorithms to determine optimal parameters of a black-box model. Such a model could be, for example, that for glucose homeostasis. As we are concerned about calculating and predicting glucose levels for diabetic patients, we evaluate the PaGMO framework for this particular task. Using three scenarios, we test PaGMO's individual algorithms and compare them to our previous results, which we obtained with de-randomized Meta-Differential Evolutions. All testing scenarios address real aspects of processing a signal of the continuous glucose monitoring system. Specifically, we address signal reconstruction and prediction.

Comparing the PaGMO Framework to a De-randomized Meta-Differential Evolution on Calculation and Prediction of Glucose Levels

I De Falco;E Tarantino;U Scafuri;
2019

Abstract

The PaGMO framework offers several optimization algorithms to determine optimal parameters of a black-box model. Such a model could be, for example, that for glucose homeostasis. As we are concerned about calculating and predicting glucose levels for diabetic patients, we evaluate the PaGMO framework for this particular task. Using three scenarios, we test PaGMO's individual algorithms and compare them to our previous results, which we obtained with de-randomized Meta-Differential Evolutions. All testing scenarios address real aspects of processing a signal of the continuous glucose monitoring system. Specifically, we address signal reconstruction and prediction.
2019
Istituto di Calcolo e Reti ad Alte Prestazioni - ICAR
Artifical Bee Colony
Covariance Matrix Adaptation
Differential Evolution
Exponential Evolution
Glucose Level
Improved Harmony Search
PaGMO
Particle Swarm Optimization
Prediction
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/20.500.14243/387175
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