{{ nothing }} | Τμήμα Πολιτικής Επιστήμης και Διεθνών Σχέσεων

ΤΖΙΦΑΚΗΣ ΝΙΚΟΛΑΟΣ

ΚΑΘΗΓΗΤΗΣ

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

ΤΜΗΜΑ ΠΟΛΙΤΙΚΗΣ ΕΠΙΣΤΗΜΗΣ ΚΑΙ ΔΙΕΘΝΩΝ ΣΧΕΣΕΩΝ - ΚΟΡΙΝΘΟΣ

Ε-mail: tzifakis (at) uop (dot) gr

Τηλέφωνο: 27410-40-057

Γραφείο: Κτίριο Β΄ - 2ος Όροφος - Γραφείο 6

Ώρες Γραφείου: Τετάρτη, 13:00-14:00 και Παρασκευή, 13:00-14:00 - (Συνίσταται πρότερη επικοινωνία με τον διδάσκοντα)

Website: http://works.bepress.com/tzifakis/

Σύντομο Βιογραφικό ΣημείωμαΟ Νικόλαος Τζιφάκης είναι Κάτοχος Έδρας Jean Monnet στις «Εξωτερικές Πολιτικές της Ευρωπαϊκής Ένωσης και τα Δυτικά Βαλκάνια» και Καθηγητής Διεθνών Σχέσεων στο Τμήμα Πολιτικής Επιστήμης και Διεθνών Σχέσεων του Πανεπιστημίου Πελοποννήσου. Τα ερευνητικά του ενδιαφέροντα περιλαμβάνουν τη θεωρία διεθνών σχέσεων, τις εξωτερικές πολιτικές της Ευρωπαϊκής Ένωσης και τις σύγχρονες διεθνοπολιτικές εξελίξεις στην περιοχή των Δυτικών Βαλκανίων. Είναι συγγραφέας δεκάδων πρωτότυπων μελετών οι οποίες έχουν δημοσιευθεί στην Ελλάδα και κυρίως στο εξωτερικό. Άρθρα του έχουν μεταξύ άλλων δημοσιευθεί σε έγκριτα διεθνή επιστημονικά περιοδικά όπως: Cambridge Review of International Affairs, Conflict, Security & Development, Ethnopolitics, European Foreign Affairs Review, Global Society, International Journal, Journal of International Development, Journal of Southern Europe and the Balkans, Perspectives on European Politics and Society, Problems of Post-Communism, Southeastern Europe, Southeast European and Black Sea Studies και Voluntas. Το 2008, του απονεμήθηκε το Marcel Cadieux Distinguished Writing Award για το άρθρο που συνέγραψε με τον καθηγητή Αστέρη Χουλιάρα και δημοσιεύτηκε στη διεθνή επιστημονική επιθεώρηση International Journal που εκδίδεται από το Canadian International Council.

Γνωστικό Αντικείμενο: Διεθνείς Σχέσεις με έμφαση στα Βαλκάνια [ ΦΕΚ 504/Γ΄/28-02-2023 ]

Επιστημονικά Ενδιαφέροντα: Θεωρία διεθνών σχέσεων, οι εξωτερικές σχέσεις της Ευρωπαϊκής Ένωσης, και οι σύγχρονες διεθνοπολιτικές εξελίξεις στην περιοχή των Δυτικών Βαλκανίων.

Πλήρες Βιογραφικό Σημείωμα

Επιλεγμένες Δημοσιεύσεις:

Κοππά, Μ. & Τζιφάκης, Ν., Ο Εξευρωπαϊσμός των Δυτικών Βαλκανίων. Ακαδημαϊκά Συγγράμματα Κάλλιπος, 2024, σελ. 368, ISBN: 978-618-228-181-9, http://dx.doi.org/10.57713/kallipos-415.

Panagiotou, R. & Tzifakis, N. Deciphering the Greek Economic Diplomacy towards the Western Balkans: Actors, Processes, Challenges, London School of Economics and Political Science, European Institute, Hellenic Observatory, GreeSE Paper No. 169, March 2022, pp. 101, https://www.lse.ac.uk/Hellenic-Observatory/Assets/Documents/Publications/GreeSE-Papers/GreeSE-169.pdf.

Boura, S., Vathis, O., Huliaras, A. & Tzifakis, N. “Do in-kind donations promote cooperation among NGOs? Lessons from the Greek refugee crisis”, Journal of International Development, Vol. 34, No. 1, January 2022, pp. 130-144 [Wiley, SSCI, Q2].

Tzifakis, N. “Hostile Division and Territorial Jurisdiction: Kosovo's Independence”, in Kevin W. Gray, (ed.), Global Encyclopedia of Territorial Rights, Cham: Springer, 2022, pp. 1-14 https://doi.org/10.1007/978-3-319-68846-6_271-1.

Tzifakis, N. “EU Enlargement towards the Western Balkans and Greece: The European versus National Preferences Nexus”, in A. Klapsis (ed.), Greece and the EU: 40 years of membership, Utrecht: Eburon, 2022, pp. 123-138.

Tzifakis, N. “The Geopolitics of Pandemic-related Assistance to the Western Balkans”, IEMED Mediterranean Yearbook 2021, Barcelona: European Institute for the Mediterranean, 2021, pp. 177-180, https://www.iemed.org/wp-content/uploads/2021/08/Geopolitics-Pandemic-related-Assistance-Western-Balkans_MedYearbook2021.pdf.

Petrovic, M. & Tzifakis, N. “The Geopolitical Turn of EU Enlargement: An Introduction”, Journal of Contemporary European Studies, Vol. 29, No. 2, 2021, pp. 157-168 [Routledge, SSCI, Q1].

Panagiotou, R. & Tzifakis, N. “Do Small Powers Retrench? Greece in the Western Balkans during the era of SYRIZA governance”, Southeastern Europe, Vol. 45, No. 1, 2021, pp. 64-92 [Brill, Q1].

Tzifakis, N. & Prelec, T. “From mask to vaccine diplomacy: Geopolitical competition in the Western Balkans”, in G. Fruscione, (ed.) Pandemic in the Balkans: Geopolitics and Democracy at Stake, Milan: Ledizioni LediPublishing, Italian Institute for International Political Studies (ISPI), 2021, pp. 12-33.

Bieber, F. & Tzifakis, N. (eds), The Western Balkans in the World: Linkages and Relations with Non-Western Countries, Oxon: Routledge, 2020, pp. 271.

Tzifakis, N. “The Western Balkans during the Pandemic: Democracy and rule of law in quarantine?”, European View, Vol. 19, No. 2, Autumn 2020, pp. 197-205 [SAGE].

Fakiolas, E. T. & Tzifakis, N. “Human security in EU strategy: reflecting on the experience of EUPM in Bosnia and Herzegovina and EULEX in Kosovo”, Journal of Contemporary European Studies, Vol. 27, No. 3, 2019, pp. 303-316 [Routledge, SSCI, Q1].

Tzifakis, N., Petropoulos, S. & Huliaras, A. “The Impact of Economic Crises on NGOs: The Case of Greece”, Voluntas: International Journal of Voluntary and Nonprofit Organizations, Vol. 28, No. 5, October 2017, pp. 2176-2199, [Springer, SSCI, Q1].

Γκόφας, Ν. & Τζιφάκης, Ν., Θεωρητικές Προβολές στη Διεθνή Πολιτική: Η Σινο-αμερικανική Πρόκληση, Αθήνα: Εκδόσεις Πεδίο, 2017, σελ. 182.

Fakiolas, E. T. & Tzifakis, N. “Establishing the Rule of Law in Kosovo and Bosnia and Herzegovina: The Contribution of the EU Civilian Missions”, in M. S. Fish, G. Gill and M. Petrovic, (eds) A Quarter Century of Postcommunism Assessed, Cham: Palgrave Macmillan, 2017, pp. 187-216.

Tzifakis, N. & Huliaras, A. “The Perils of Outsourcing Post-Conflict Reconstruction: Donor Countries, International NGOs and Private Military and Security Companies”, Conflict, Security and Development, Vol. 15, No. 1, March 2015, 51-73 [Routledge, Q1].

Huliaras, A. & Tzifakis, N. “Hegemonic Relationships: Donor Countries and NGOs in Western Balkan post-conflict reconstruction”, Southeastern Europe, Vol. 37, No. 3, 2013, pp. 312-329 [Brill, Q1].

Tzifakis, N. “The European Union in Kosovo: Reflecting on the Credibility and Efficiency Deficit”, Problems of Post-Communism, Vol. 60, No. 1, January/February 2013, pp. 43-54 [M.E. Sharpe, SSCI, Q1].

Sklias, P. & Tzifakis, N. (eds), Greece’s Horizons: Reflecting on the country’s assets and capabilities, Heidelberg: Springer, 2013, pp. 276.

Tzifakis, N. “Post-Conflict Economic Reconstruction”, in W. F. Danspeckgruber, (ed.), Encyclopedia Princetoniensis: The Princeton Encyclopedia of Self-Determination, Princeton: Princeton University, Liechtenstein Institute on Self-Determination, 2013, https://pesd.princeton.edu/node/586.

Huliaras, A. & Tzifakis, N. “The Fallacy of the Autonomous Celebrity Activist in International Politics: George Clooney and Mia Farrow in Darfur”, Cambridge Review of International Affairs, Vol. 25, No. 3, September 2012, pp. 417-431 [Routledge, SSCI, Q1].

Tzifakis, N. “Bosnia’s slow Europeanisation”, Perspectives on European Politics and Society, Vol. 13, No. 2, June 2012, pp. 131-148 [Routledge, Q1].

Tzifakis, N. Contracting out to Private Military and Security Companies, Brussels: Wilfried Martens Centre for European Studies, July 2012, pp. 75, https://www.martenscentre.eu/wp-content/uploads/2020/07/contracting-out-private-and-security-companies.pdf.

Tzifakis, N. (ed.), International Politics in Times of Change, Heidelberg: Springer, 2012, pp. 334.

Tzifakis, N. “Problematizing Human Security: A General/Contextual Conceptual Approach”, Southeast European and Black Sea Studies, Vol. 11, No. 4, December 2011, pp. 353-368 [Taylor & Francis, SSCI, Q1].

Huliaras, A. & Tzifakis, N. “Celebrity Activism in International Relations: In Search of a Framework for Analysis”, Global Society, Vol. 24, No. 2, April 2010, pp. 255-274 [Routledge, Q2].

Arvanitopoulos, C. & Tzifakis, N. “Enlargement Governance and the Union’s Integration Capacity”, in C. Arvanitopoulos, (ed.) Turkey’s Accession to the European Union: An Unusual Candidacy, Heidelberg: Springer, 2009, pp. 9-19.

Fakiolas, E. T. & Tzifakis, N. “Transformation or Accession? Reflecting on the EU’s Strategy Towards the Western Balkans”, European Foreign Affairs Review, Vol. 13, No. 3, Autumn 2008, pp. 377-398 [Kluwer].

Arvanitopoulos, C. & Tzifakis, N. “Implementing Reforms in Bosnia and Herzegovina: The Challenge of the Constitutional Process”, European View, Vol. 7, No. 1, June 2008, pp. 15-22 [Springer].

Huliaras, A. & Tzifakis, N. “Contextual Approaches to Human Security: Canada and Japan in the Balkans”, International Journal, Vol. LXII, No. 3, Summer 2007, pp. 559-575 [SSCI, Q2].

Tzifakis, N. “The Bosnian Peace Process: The Power-Sharing Approach Revisited”, Perspectives: Review of International Affairs, No. 28, Summer 2007, pp. 85-102.

Tzifakis, N. “EU’s Region-Building and Boundary-Drawing Policies: The European Approach to the Southern Mediterranean and the Western Balkans”, Journal of Southern Europe and the Balkans, Vol. 9, No. 1, April 2007, pp. 47-64 [Taylor & Francis, SSCI, Q1].

Tzifakis, N. & Tsardanidis, C. “Economic Reconstruction of Bosnia and Herzegovina: The Lost Decade”, Ethnopolitics, Vol. 5, No. 1, March 2006, pp. 67-84 [Routledge, Q1].