UOP staff
FAKIOLAS EFSTATHIOS
ASSOCIATE PROFESSOR
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
Ε-mail: fakiolas (at) uop (dot) gr
Phone: 27410-40-040
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) from the Athens Panteion University of Social and Political Sciences. He graduated summa cum laude 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 the positions of analyst and deputy manager for ten years 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. His articles have appeared in such peer-reviewed journals as, among others, East European Quarterly, European Security, European Foreign Affairs Review, Journal of Contemporary European Studies, Journal of Slavic Military Studies, Perspectives on European Politics and Society, Southeast European and Black Sea Studies, Strategic Analysis


Scientific Interest: IR Theory, Security Studies, Strategic Studies, European Integration, Greek Foreign Policy
Selected publications:

Book

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.


Chapter Contributions (selected)

(with Vasileios Balafas), ‘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), pp. 18-39

(with Ioannis Psychogyios & Nikitas-Spiros Koutsoukis), ‘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), pp. 1-12

(with Vasileios Balafas), “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), pp. 131-162

(with Nikolaos Tzifakis), ‘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), pp. 187-216

‘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), pp. 153-172.

(with Panayiotis Mavrides)

‘Strategy of Crisis Management and the Greek-Turkish Rivalry: The Case of the Imia Islets’ in Christodoulos K. Yiallourides and Panayotis J. Tsakonas (eds.), Greece and Turkey After the End of the Cold War (New York: Aristide D. Karatzas, 2001), pp. 205-338