ΦΑΚΙΟΛΑΣ ΕΥΣΤΑΘΙΟΣ
ΑΝΑΠΛΗΡΩΤΗΣ ΚΑΘΗΓΗΤΗΣ
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
Ε-mail: fakiolas (at) uop (dot) gr
Τηλέφωνο: 27410-40-040
Γραφείο: Κεντρικό Κτίριο
Ώρες Γραφείου: Τρίτη (13:30-14:00 & 16:45-17:00) & Τετάρτη (13:30-14:00 & 16:45-17:00) - (Συνιστάται προγενέστερη επικοινωνία)
Σύντομο Βιογραφικό ΣημείωμαΟ Ευστάθιος Τ. Φακιολάς έχει Ph.D. από το Department of War Studies, King’s College London, MA στις Διεθνείς Σχέσεις και Στρατηγικές Σπουδές (Merit: 67%) από το Lancaster University και Μεταπτυχιακό Δίπλωμα Ειδίκευσης στη Διεθνή Πολιτική και Ασφάλεια (Άριστα: 9,83) και Πτυχίο στις Διεθνείς Σπουδές (Άριστα: 9,32) από το Πάντειο Πανεπιστήμιο. Κατά τη διάρκεια των σπουδών του υπήρξε υπότροφος, μεταξύ άλλων ιδρυμάτων, των ΙΚΥ, Ωνάση, ΝΑΤΟ, MacArthur και DAAD. Συμμετέχει ή συμμετείχε σε αρκετά ερευνητικά προγράμματα. Πριν ενταχθεί στο ΠΕΔιΣ, για δώδεκα έτη εργάστηκε σε θέσεις ανάλυσης και ευθύνης, αρχικά, στην Υποδ/νση Στρατηγικού Σχεδιασμού και, μετέπειτα, στη Δ/νση Στρατηγικού Σχεδιασμού, Ανάλυσης και Σχέσεων με Επενδυτές της ATEbank και, στη συνέχεια, στη Μονάδα Οικονομικής Ανάλυσης & Αγορών του Ομίλου της Τράπεζας Πειραιώς.
Short CVEfstathios T. Fakiolas earned his Ph.D. from the Department of War Studies, King’s College London. He holds a M.A. in International Relations and Strategic Studies (Merit: 67%) from Lancaster University and a Master’s degree in International Politics and Security (Distinction: 9,83) from the Athens Panteion University of Social and Political Sciences. He graduated summa cum laude (9,32) in International Studies from the Athens Panteion University. During his studies, he was granted several awards, among others, from the Greek State Scholarship Foundation, Onassis Foundation, NATO, MacArthur Foundation and DAAD. He has so far participated in an array of research projects. Prior to joining the Department, he occupied for ten years the positions of analyst and deputy manager in the Strategic Planning Department and then in the Strategic Planning, Analysis and Investor Relations Division at ATEbank (2002-2012). Also, he worked for almost two years in the Economic Analysis & Market Division at the Piraeus Bank Group.
Γνωστικό Αντικείμενο: Διεθνείς Σχέσεις [ ΦΕΚ 2123/Γ΄/31-08-2022 ]
Επιστημονικά Ενδιαφέροντα: Θεωρία Διεθνών Σχέσεων, Σπουδές Ασφάλειας, Στρατηγικές Σπουδές, Ευρωπαϊκή Ολοκλήρωση, Ελληνική Εξωτερική Πολιτική
Science Interest: IR Theory, Security Studies, Strategic Studies, European Integration, Greek Foreign Policy
Επιλεγμένες Δημοσιεύσεις:
How a Small State Expands. Grand Strategy and Greece’s Territorial Expansion in the Balkans and Asia Minor (New York: Nova Science Publishers, 2012), σελ. 223.
(επιμέλεια με Εκάβη Αθανασοπούλου και Χαράλαμπο Τσαρδανίδη) Εξωτερική Πολιτική της Ελλάδας: Επιλογές και Προσδοκίες στον 21ο Αιώνα (Αθήνα: Παπαζήσης, 2020).
(με Εκάβη Αθανασοπούλου και Χαράλαμπο Τσαρδανίδη) ‘Εισαγωγή: Επιλογές Εξωτερικής Πολιτικής σε Εποχή Μεγάλων Προσδοκιών’, σελ. 15-50.
(με Αντώνιο Κάργα) ‘Η Ελληνοτουρκική Σύγκρουση την Εποχή της Ελληνικής Κρίσης Χρέους: Δίλημμα Ασφάλειας ή Αποτροπής;’, σελ. 111-189.
(με Βασίλειο Μπαλάφα), ‘Branding a Potential Energy Hub as National Interest in the Eastern Mediterranean: More Than an Energy Supply Issue’, στο Victoria Pistikou, Andreas Masouras & Marcos Komodromos (eds), Handbook of Research on Future Policies and Strategies for Nation Branding (Hersey PA: IGI Global, 2021), σελ. 18-39
‘Οι Σχέσεις Ινδίας-Ηνωμένων Πολιτειών’, στο Σωτήρης Πετρόπουλος και Αστέρης Χουλιάρας (επιμ.), Η Ινδία και οι Άλλοι. Οι Σχέσεις της Ινδίας με την Ευρώπη και τον Κόσμο (Αθήνα: Παπαζήσης, 2021), σελ. 65-115.
(με Ιωάννη Ψυχογιό & Νικήτα-Σπύρο Κουτσούκη), ‘Political Risk Complementarity Between Business Economics and International Relations’, στο Marietta Janowicz-Lomott et.al. (eds), Economic and Financial Challenges for Balkan and Eastern European Countries (Gewerbestrasse: Springer, 2020), σελ. 1-12
(με Νικόλαο Τζιφάκη) ‘Από την Εθνική Ασφάλεια στις Διεθνείς Σπουδές Ασφάλειας’, στο Ανδρέας Γκόφας, Γιώργος Λ. Ευαγγελόπουλος & Μαριλένα Κοππά (επιμ.), Ένας Αιώνας Διεθνών Σχέσεων 1919-2019 (Αθήνα: Πεδίο, 2020), σελ. 105-116.
(με Βασίλειο Μπαλάφα), “In the Aftermath of the ‘Shale Oil Revolution’: Energy Dominance in the Era of President Trump’s America First National Security Strategy”, στο Pantelis G. Sklias, Spyros A. Roukanas & Floros S. Flouros (eds), The Political Economy of National and Energy Security (New York: Nova Science Publishers, 2019), σελ. 131-162
(με Χρίστο Γκιώνη & Νικήτα-Σπύρο Κουτσούκη) ‘Η Πορεία Ολοκλήρωσης της Ευρωπαϊκής Ένωσης: Μια Χαρτογράφηση Συγκλίσεων και Αποκλίσεων των Κρατών-Μελών στην Εποχή της Κρίσης Χρέους’, στο Αντώνης Κλάψης (επιμ.), Ειδικά Θέματα Διπλωματίας & Διεθνούς Οργάνωσης (Αθήνα: Παπαζήσης, 2019), σελ. 337-390.
(με Νικόλαο Τζιφάκη), ‘Establishing the Rule of Law in Kosovo and Bosnia and Herzegovina: The Contribution of the EU Civilian Missions’, στο M. Steven Fish, Graeme Gill & Milenko Petrovic (eds.), A Quarter Century of Post-Communism Assessed (Gewerbestrasse: Palgrave Macmillan, 2017), σελ. 187-216
με Νικόλαο Τζιφάκη) ‘Η Έννοια της Ασφάλειας στη Θεωρία των Διεθνών Σχέσεων: Μια Συνοπτική Εισαγωγή στη Σύγχρονη Συζήτηση’, στο Α-Ι. Δ. Μεταξάς (επιμ.), Πολιτική Επιστήμη. Διακλαδική και Συγχρονική Διερεύνηση της Πολιτικής Πράξης, τόμος VII: Διεθνείς Σχέσεις. Συσχετισμοί και Διεξαρτήσεις (Αθήνα: Ι. Σιδέρης, 2016), σελ. 141-159.
‘Συνεργασία ή Σύγκρουση; Ορισμένες Σκέψεις για την Ανοδική Πορεία της Κίνας στο Διεθνές Σύστημα’, στο Σωτήρης Πετρόπουλος και Αστέρης Χουλιάρας (επιμ.), Η Κίνα και οι Άλλοι. Οι Σχέσεις της Κίνας με την Ευρώπη και τον Κόσμο (Αθήνα: Παπαζήσης, 2013), σελ. 79-119.
‘A Former Superpower Coming Out of Hibernation: Today’s Russia in World Politics’, στο Nikolaos Tzifakis (ed.), International Politics in Times of Change (Heidelberg: Springer, 2012), σελ. 153-172.
(με Νικόλαο Τζιφάκη) “‘Πολιτειακή’ Ασφάλεια: Μια Διαφορετική Εννοιολογική Θεώρηση της Εθνικής και της Ανθρώπινης Ασφάλειας με Εισαγωγικές Αναφορές στη Διάσταση της Οικονομίας”, στο Αντώνης Κόντης και Χαράλαμπος Τσαρδανίδης (επιμ.), Διεθνής Πολιτική Οικονομία. Θεωρία, Δομή και Προκλήσεις της Παγκόσμιας Οικονομίας (Αθήνα: Παπαζήσης, 2012), σελ. 229-246.
(με Νικόλαο Τζιφάκη) ‘Μεταξύ Ελέγχου Πληθυσμιακών Ροών και Κοινωνικής Ένταξης: Η Ελληνική Μεταναστευτική Πολιτική από την Οπτική της Θεωρίας των Διεθνών Σχέσεων’, στο Αντώνης Κόντης (επιμ.), Η Εργασία ως Παράγων Ανάπτυξης. Μετανάστευση, Οικονομία, Τεχνολογία, Τιμητικός Τόμος για Ομότιμο Καθηγητή ΕΜΠ Ροσέτο Φακιολά (Αθήνα: Παπαζήσης & Πανεπιστημιακές Εκδόσεις Θεσσαλίας, 2011), σελ. 229-271.
[Αναδημοσιεύτηκε με επικαιροποιημένες προσθήκες και προσαρμογές στο Αντώνης Κόντης και Χαράλαμπος Τσαρδανίδης (επιμ.), Διεθνής Πολιτική Οικονομία. Θεωρία, Δομή και Προκλήσεις της Παγκόσμιας Οικονομίας (Αθήνα: Παπαζήσης, 2012), σελ. 1009-1036].
(με Νικόλαο Τζιφάκη) ‘Η Ρουμανία στους Εύρω-Ατλαντικούς Θεσμούς: Σε Αναζήτηση Νέου Ρόλου’, στο Ιωάννης Αρμακόλας και Θάνος Π. Ντόκος (επιμ.), Από τα Βαλκάνια στη Νοτιοανατολική Ευρώπη: Προκλήσεις και Προοπτικές στον 21ο Αιώνα (Αθήνα: Ι. Σιδέρης, 2010), σελ. 167-199.
(με Παναγιώτη Μαυρίδη) ‘Στρατηγική Διαχείρισης Κρίσης και η Ελληνοτουρκική Αντιπαράθεση: Η Περίπτωση των Ιμίων’, στο Χρ. Κ. Γιαλλουρίδης και Π. Ι. Τσάκωνας (επιμ.), Ελλάδα και Τουρκία Μετά το Τέλος του Ψυχρού Πολέμου (Αθήνα: Ι. Σιδέρης, 1999), σελ. 133-176.
[Αναδημοσιεύτηκε με τον τίτλο ‘Strategy of Crisis Management and the Greek-Turkish Rivalry: The Case of the Imia Islets’, στο Christodoulos K. Yiallourides and Panayotis J. Tsakonas (eds.), Greece and Turkey After the End of the Cold War (New York and Athens: Aristide D. Caratzas, 2001), σελ. 205-238].
Selected publications: