UOP staff
VALVIS ANASTASIOS
ASSISTANT PROFESSOR (Tenure track)
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
Ε-mail: a.valvis (at) uop (dot) gr
Short CV

Anastasios Valvis is Assistant Professor of Diplomacy and International Organization at the Department of Political Science and International Relations, University of the Peloponnese. He holds a Ph.D. in Political Science and International Relations from the University of the Peloponnese, an M.A. in International Politics and Security Studies from the department of Peace Studies, University of Bradford (United Kingdom), and a B.A. in Political Science and Public Administration from the National and Kapodistrian University of Athens.

Following the completion of his doctoral studies, he conducted postdoctoral research as a Research Fellow at the University of the Peloponnese, examining the impact of the refugee crisis on organised civil society in Greece. He has taught both undergraduate and postgraduate courses at the Department of Political Science and International Relations and has participated as a researcher, scientific associate and project coordinator in numerous national and European research projects.

For several years, he served as senior research associate at the Centre for Security Studies (KEMEA), contributing to the design, coordination and implementation of projects funded by Horizon Europe, Horizon 2020, the Internal Security Fund (ISF) and Erasmus+. His work focused on international security, prevention of radicalisation and violent extremism, organised crime, criminal justice and climate resilience. Throughout his career, he has collaborated with universities, research institutes, law enforcement authorities and public organisations across Europe, including the Hellenic Foundation for European and Foreign Policy (ELIAMEP), the National Technical University of Athens, the Climate Change Hub and other national and international institutions.

He also has extensive experience in the management of complex public-sector projects. Before joining the University of the Peloponnese, he served as Project Manager at the Strategy and Innovation Directorate of the Athens Water Supply and Sewerage Company (EYDAP), where he worked on strategic planning, innovation management, knowledge management and climate resilience, bridging academic research with evidence-based public policy and institutional innovation.

Scientific Interest:

His research interests include diplomacy and international organization, theories and practice of international cooperation, international and environmental security, climate diplomacy and the geopolitics of the energy transition, European integration and governance, transboundary natural resource governance, as well as policies addressing radicalisation, violent extremism, organised crime and human trafficking.

His academic work seeks to bridge theoretical approaches in International Relations with applied research and public policy, contributing to interdisciplinary solutions for contemporary global and European challenges.

Selected publications:

Valvis, A. (2026). Examining a paradox: NATO’s climate adaptation agenda between U.S. political leadership and institutional resilience. Journal of Transatlantic Studies 24 (17), https://doi.org/10.1057/s42738-026-00174-w

 

Aposkiti, C., Arfaras, A., Makri, F., Androulakis, D. & Valvis, A. (2026). Roles of Offenders in Human Trafficking in Greece: Insights from Experts and Offenders.  Journal of Criminal Justice and Security 28, pp: 1-24. https://www.fvv.um.si/rv/arhiv/2026/2026-06-Aposkiti-et-all-E.html  


Valvis, Α. (2024). Cross-border cooperation theories. Kallipos Open Academic Editions. https://dx.doi.org/10.57713/kallipos-401

 

Valvis, Α., Huliaras, A., Petropoulos, S., Kaisari, A. (2021). A Blessing or a Curse? The Impact of the Refugee Crisis on Organized Civil Society in Greece. Southeastern Europe, 45(1), pp. 93-122.https://doi.org/10.30965/18763332-45010006