Serena Fugaro

Serena Fugaro
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Serena verified their affiliation via an institutional email.
Verified
Serena verified their affiliation via an institutional email.
  • PhD in Mathematics and Applications
  • Senior Post-Doc Research Associate at Italian National Research Council

PDRA and Technology Transfer Officer @CNR-IAC

About

13
Publications
962
Reads
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128
Citations
Introduction
Working on (Multi-objecitve) Facility Location Problems and Flow Problems - Holding a PhD in Mathematics and Applications from the University of Naples "Federico II" on the topics of Operations Research and Combinatorial Optimization - Technology Transfer Officer for the CNR project "Sportello Matematico" (https://sportellomatematico.it/) - Member of the Coordination Board of the EURO Working Group on Locational Analysis (EWGLA)
Current institution
Italian National Research Council
Current position
  • Senior Post-Doc Research Associate
Additional affiliations
July 2022 - present
Italian National Research Council
Position
  • Post-Doc Research Associate
Description
  • Research project "SPORTELLO MATEMATICO (FOE 2021)" on the following topic: "New application challenges for network optimization: problems, algorithms, industrial transfer".
July 2021 - June 2022
Italian National Research Council
Position
  • Research Fellow
Description
  • My job involved both research activities on the topic "New application challenges for optimization over networks" and technological transfer activities as part of the research project "SPORTELLO MATEMATICO (FOE 2019)" .
September 2023 - October 2023
The University of Sheffield
Position
  • Visiting Researcher
Description
  • I spent two weeks at the Sheffield University Management School to hold an invited Seminar for OMDS Sustainable Production and Consumption theme (https://www.sheffield.ac.uk/omds/sustainable-production-consumption) and to meet the Waste Management Officers of Sheffield City Council for presenting the DSS developed for the H2020 project "Prosfet" (http://www.prosfet.eu/PROSFET/)
Education
January 2018 - May 2021
University of Naples Federico II
Field of study
  • Mathematics and Applications
October 2015 - July 2017
University of Naples Federico II
Field of study
  • Mathematics
October 2012 - October 2015
University of Naples Federico II
Field of study
  • Mathematics

Publications

Publications (13)
Article
Full-text available
The past few years of the COVID-19 pandemic outbreak have shown that optimal management of medical specimens is a key aspect of healthcare logistics, both for addressing the delivery of perishable items such as vaccines, and for ensuring the timely analysis of swabs and samples. Accordingly, recent optimization literature described the problem of o...
Article
Full-text available
Real-world facility planning problems often require to tackle simultaneously network connectivity and zonal requirements, in order to guarantee an equitable provision of services and an efficient flow of goods, people and information among the facilities. Nonetheless, such challenges have not been addressed jointly so far. In this paper we explore...
Preprint
Book chapter on Reoptimization of Shortest Paths
Preprint
Real-world facility planning problems often require to tackle simultaneously network connectivity and zonal requirements, in order to guarantee an equitable provision of services and an efficient flow of goods, people and information among the facilities. Nonetheless, such challenges have not been addressed jointly so far. In this paper we explore...
Article
In this article, the Resource Constrained Clustered Shortest Path Tree Problem is defined. It generalizes the classic Resource Constrained Shortest Path Tree Problem since it is defined on an undirected, complete and weighted graph whose set of nodes is partitioned into clusters. The aim is then to find a shortest path tree respecting some resource...
Data
Instances for the Optimal Collection and Delivery of Medical Specimens Problem adapted from the Solomon's VRP benchmark
Thesis
Full-text available
As suggested by the title, in this thesis both static and dynamic problems of Operations Research will be addressed by either designing new procedures or adapting well-known algorithmic schemes. Specifically, the first part of the thesis is devoted to the discussion of three variants of the widely studied Shortest Path Problem, one of which is defi...
Article
Full-text available
Several variants of the classical Constrained Shortest Path Problem have been presented in the literature so far. One of the most recent is the k-Color Shortest Path Problem (k\documentclass[12pt]{minimal} \usepackage{amsmath} \usepackage{wasysym} \usepackage{amsfonts} \usepackage{amssymb} \usepackage{amsbsy} \usepackage{mathrsfs} \usepackage{upgre...
Article
The Shortest Path Problem (SPP) is among the most studied problems in Operations Research, for its theoretical aspects but also because it appears as sub-problem in many combinatorial optimization problems, e.g. Vehicle Routing and Maximum Flow-Minimum Cost problems. Given a sequence of SPPs, suppose that two subsequent instances solely differ by a...
Article
Additive manufacturing – also known as 3D printing – is a manufacturing process that is attracting more and more interest due to high production rates and reduced costs. This paper focuses on the scheduling problem of multiple additive manufacturing machines, recently proposed in the scientific literature. Given its intractability, instances of rel...

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