UOP staff
ΑΛΕΞΟΠΟΥΛΟΣ ΘΩΜΑΣ
ΕΠΙΚΟΥΡΟΣ ΚΑΘΗΓΗΤΗΣ (ΜΟΝΙΜΟΣ)
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
Ε-mail: thalexop (at) uop (dot) gr
Σύντομο Βιογραφικό Σημείωμα

Ο Θωμάς Αλεξόπουλος είναι κάτοχος Διδακτορικού Διπλώματος (PhD) στην Οικονομική Επιστήμη, το οποίο έλαβε με διάκριση και πλήρη υποτροφία, καθόλη τη διάρκεια εκπόνησής του, απο το  ίδρυμα A.G. Leventis Foundation (Zurich, Switzerland), ενώ κατέχει  Μεταπτυχιακά Διπλωμάτα Ειδίκευσης (MSc) στην Ενέργεια απο το Πανεπιστήμιο του Heriot-Watt (Edinburgh, UK), και στην Οικονομική Ανάλυση απο το Πανεπιστήμιο Πελοποννήσου. Είναι Διπλωματούχος Μηχανικός (M.Eng) του Τμήματος Ηλεκτρολογών Μηχανικών & Μηχανικών Ηλεκτρονικών Υπολογιστών του Εθνικού Μετσοβίου Πολυτεχνείου, με ειδίκευση στα Ενεργειακά Συστήματα και στα Συστήματα Διοίκησης και Απόφασης. Από τον Δεκέμβριο του 2017 είναι Επίκουρος Καθηγητής, στα Οικονομικά της Ενέργειας και του Περιβάλλοντος, στο Τμήμα Οικονομικών Επιστημών του Πανεπιστημίου Πελοποννήσου, όπου έχει διδάξει σε προπτυχιακό επίπεδο (Εφαρμοσμένα Μαθηματικά για Οικονομολόγους Ι & ΙΙ, Χρηματοοικονομικά της Ενέργειας, Οικονομική των Φυσικών Πόρων και του Περιβάλλοντος, Διοίκηση Έργων) και σε μεταπτυχιακό επίπεδο (Υποδείγματα λήψης αποφάσεων, Επιχειρηματικών και Μακροοικονομικών, Μέθοδοι Αξιολόγησης Επιχειρηματικών Προγραμμάτων και Σύγχρονα Προϊόντα Διαχείρισης Κινδύνου, Αγορές Ενέργειας και Ενεργειακή Ασφάλεια, Αγορές και Προϊόντα Παραγώγων). Επίσης έχει διδάξει σε μεταπτυχιακό επίπεδο στο Οικονομικό Πανεπιστήμιο Αθηνών, στο Πάντειο Πανεπιστήμιο, ενώ για τα ακαδημαΐκά Έτη 2017-2020 υπήρξε Μέλος ΣΕΠ του ΕΑΠ στα Οικονομικά των Τεχνικών Έργων. Είναι Επιστημονικός Διευθυντής του Εργαστηρίου E-Cube Lab - Energy, Environment and Economics και Τμηματικός Υπεύθυνος για το Ευρωπαϊκό Πρόγραμμα Υποτροφιών Erasmus+.

Απο τον Οκτώβριο του 2016 έως και τον Ιούνιο του 2017 εργάσθηκε ως Επισκέπτης Ερευνητής στο Τμήμα Οικονομικών Επιστημών του Πανεπιστημίου της Μπολόνια (Bologna, Italy), με συμβολή στην εκπόνηση έρευνας σε θέματα Ενεργειακών και Περιβαλλοντικών Πολιτικών, Πράσινης Καινοτομίας και Επιχειρηματικών Αποφάσεων. Από το 2018 εκπροσωπεί το Πανεπιστήμιο Πελοποννήσου ως  Ιδρυματικός Υπεύθυνος και αποτελεί μέλος του Δικτύου των Ηνωμένων Εθνών για τη Βιώσιμη Ανάπτυξη (United Nations SDSN).

Έχει δημοσιευμένο έργο σε έγκριτα διεθνή περιοδικά (Energy, Energy Economics, Energy policy, Environmental and Resource Economics, Environmental Economics, Annals of operational research, Economic Change and Restructuring, κ.α), τα οποία περιλαμβάνονται σε διεθνείς λίστες ποιότητας (AJG, ADBC, Scopus κ.α.), καθώς επίσης έχει συγγράψει βιβλία, συμμετάσχει σε συλλογικούς τόμους και επιμεληθεί συγγράμματα,  σε διεθνείς (Springer, Palgrave) και ελληνικούς εκδοτικούς οίκους. Είναι μέλος στο editorial board των περιοδικών Energy Systems (Springer) & Operations Research Forum (Springer)  και κριτής σε αρκετά διεθνή περιοδικά της ειδικότητας του    

Είναι Research Fellow στον διεθνή ερευνητικό οργανισμό Research Centre for Economic Analysis (RCEA)

Short CVThomas Alexopoulos got his first degree (M.Eng) at the National Technical University of Athens, School of Electrical and computer engineering, in 2008. He has also received a Master's degree in Energy Systems from Heriot-Watt University and a Master's in Economic Analysis from the University of Peloponnese, where he later joined the Doctoral Program of the Department of Economics and was granted his Ph.D. with honors. During his doctoral studies, he earned three times the scholarship of A.G. Leventis Foundation (Zurich, Switzerland). In 2016, he worked as a research fellow at the University of Bologna, Department of Economics. In 2017, he was elected as an Assistant Professor at the Department of Economics, University of Peloponnese, and is currently hired as an adjunct Professor at Hellenic Open University. His research field is Energy Finance, Energy Economics, Applied Econometrics, and Environmental Economics. He has taught several classes, both undergraduate and graduate. His academic work has been awarded (John S. Latsis Foundation) and published in several Journals (The Energy Journal, Energy Economics, Environmental and Resource Economics, Environmental Economics, Annals of Operational Research, Energy Policy, Economic Change and Restructuring, etc.). He is on the Editorial Board of Energy Systems and Operations Research Forum (both published By Springer) and has participated in a series of International Conferences. Also, he has authorships to books and chapters in several volumes. In addition, he represents the University of Peloponnese in the United Nations Sustainable Development Solutions Network.
Επιστημονικά Ενδιαφέροντα: Οικονομικά & Χρηματοοικονομικά της Ενέργειας και του Περιβάλλοντος 
Science Interest: Energy Economics and Finance, Environmental Economics, Green Finance