F
Francesco Archetti
Researcher at University of Milano-Bicocca
Publications - 159
Citations - 1706
Francesco Archetti is an academic researcher from University of Milano-Bicocca. The author has contributed to research in topics: Bayesian optimization & Computer science. The author has an hindex of 21, co-authored 146 publications receiving 1339 citations. Previous affiliations of Francesco Archetti include University of Milan.
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Gaming for Earth: Serious games and gamification to engage consumers in pro-environmental behaviours for energy efficiency
Luca Morganti,Federica Pallavicini,Elena Cadel,Antonio Candelieri,Francesco Archetti,Fabrizia Mantovani +5 more
TL;DR: In this paper, serious games and gamification have been used in three different areas related to energy efficiency: environmental education, consumption awareness, and pro-environmental behaviours, and applied gaming interventions can be used in more than one of these three areas (comprehensive interventions).
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Genetic programming for computational pharmacokinetics in drug discovery and development
TL;DR: The role of genetic programming in predictive pharmacokinetics is discussed, considering the estimation of adsorption, distribution, metabolism, excretion and toxicity processes that a drug undergoes into the patient’s organism.
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Bayesian optimization of pump operations in water distribution systems
TL;DR: Two Bayesian Optimization approaches are proposed in this paper, where the surrogate model is based on a Gaussian Process and a Random Forest, respectively, and both approaches are tested with different acquisition functions on a set of test functions.
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A survey on the global optimization problem: General theory and computational approaches
Francesco Archetti,Fabio Schoen +1 more
TL;DR: Several different approaches for the numerical solution of the global optimization problem: space covering methods, trajectory methods, random sampling, random search and methods based on a stochastic model of the objective function are considered and their relative computational effectiveness is discussed.