ΠΑΠΑΖΟΓΛΟΥ ΕΜΜΑΝΟΥΗΛ
ΑΝΑΠΛΗΡΩΤΗΣ ΚΑΘΗΓΗΤΗΣ
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Ε-mail: epapaz (at) uop (dot) gr
Τηλέφωνο: 27410-40-051
Γραφείο: Κτίριο Β' - Γ8
Σύντομο Βιογραφικό Σημείωμα
Ο Δρ. Μάνος Παπάζογλου είναι Αναπληρωτής Καθηγητής Πολιτικών Συστημάτων (ΦΕΚ 1057/ Γ'/20.4.2024) στο Τμήμα Πολιτικής Επιστήμης και Διεθνών Σχέσεων του Πανεπιστημίου Πελοποννήσου. Στα επιστημονικά ενδιαφέροντά του περιλαμβάνονται τα πολιτικά συστήματα και η κυβερνητική λειτουργία, η πολιτική ηγεσία, η διακυβέρνηση και η δημοκρατική νομιμοποίηση στην ΕΕ και η ιδιότητα του πολίτη. Αναγορεύτηκε διδάκτων Πολιτικής Επιστήμης (Government Department, Essex University, UK, τίτλος διατριβής Citizenship and Democratic Legitimacy in the European Union: Euro-Republicanism and the Concept of Responsive Citizenship, 2005). Ακόμη, είναι κάτοχος μεταπτυχιακού διπλώματος (Master’s Degree in Political Philosophy from the Politics Department, York University, UK, 2001) και πτυχίου (Πολιτική Επιστήμη και Δημόσια Διοίκηση, Πανεπιστήμιο Αθηνών, 2000). Έχει διδάξει σε Πανεπιστήμια της Βρετανίας και της Ελλάδας (Visiting Lecturer/ University of London, Goldsmiths College, Department of Politics, Visiting Lecturer/London Metropolitan University, Teaching Assistant/ University of Essex, Department of Government, Οικονομικό Πανεπιστήμιο Αθηνών/ International MBA course, ΕΑΠ και Νεάπολις Πάφος). Το 2018 έλαβε (μαζί με τους Καθηγητές Α. Χουλιάρα και Σ. Πετρόπουλου) από την Ευρωπαϊκή Επιτροπή το βραβείο Altiero Spinelli για την ακαδημαϊκή δραστηριότητα στο πεδίο της ευρωπαϊκής κοινωνίας των πολιτών. Στο αυτοδύναμο ερευνητικό έργο του περιλαμβάνονται μονογραφίες, κεφάλαια σε συλλογικούς τόμους και άρθρα σε επιστημονικά περιοδικά, ενώ έχει συμμετάσχει σε διεθνή ερευνητικά προγράμματα. Δίνει τακτικά συνεντεύξεις σε διεθνή και ελληνικά μέσα ενημέρωσης για ζητήματα σχετικά με τα ερευνητικά ενδιαφέροντά του. Πρόσφατη μονογραφία: Παπάζογλου, Μ. 2025. Πολιτική ηγεσία στην Ευρώπη. Σύγχρονα πρότυπα και θεωρητικές προσεγγίσεις για την κυβερνητική ηγεσία. Κάλλιπος, Ανοικτές Ακαδημαϊκές Εκδόσεις. https://dx.doi.org/10.57713/kallipos-1063
Short CV
Dr. Manos G. Papazoglou is Associate Professor in Political Systems at the Department of Political Science and International Relations, University of the Peloponnese. His research interests include Political Systems and Government, Political Leadership, Governance and Democratic Legitimacy in the European Union (EU), Citizenship. He is a holder of a PhD awarded by the Government Department, Essex University, UK (title: Citizenship and Democratic Legitimacy in the European Union: Euro-Republicanism and the Concept of Responsive Citizenship, 2005). He also received a Master’s Degree in Political Philosophy from the Politics Department, York University, UK (2001) and a BA in Political Science and Public Administration from the Department of Political Science and Public Administration, University of Athens (2000). He held teaching posts in British and Greek Universities: Visiting Lecturer at the University of London, Goldsmiths College, Department of Politics, Visiting Lecturer at the London Metropolitan University, Teaching Assistant at the University of Essex, Department of Government and Athens University of Economics and Business/ International MBA course. In 2018 he was awarded (together with Professors A. Huliaras and S. Petropoulos) by the European Commission the Altiero Spinelli Prize for academic activity in the field of European Civil Society. He is also lecturing courses in Governance, Public Policies and the Public Sector at the Hellenic Open University and the University of Neapolis Pafos. He is the author of several monographs, chapters in books and journal papers, while he gives interviews to international (Euronews, AFP, other) and Greek media.
Γνωστικό Αντικείμενο: Πολιτικά Συστήματα [ ΦΕΚ 1057/Γ΄/20-04-2023 ]
Επιστημονικά Ενδιαφέροντα:
- Πολιτικά Συστήματα και Κυβερνητική Λειτουργία,
- Πολιτική Ηγεσία,
- Ελληνική Πολιτική,
- Δημόσιες Πολιτικές και Εξευρωπαϊσμός,
- Διακυβέρνηση και Δημοκρατική Νομιμοποίηση στην ΕΕ,
- Ιδιότητα του Πολίτη.
Science Interest:
- Political Systems and Government,
- Political Leadership,
- Greek Politics,
- Public Policies and Europeanization,
- Governance and Democratic Legitimacy in the European Union (EU),
- Citizenship.
Επιλεγμένες Δημοσιεύσεις: Παπάζογλου, Μ. 2025. Πολιτική ηγεσία στην Ευρώπη. Σύγχρονα πρότυπα και θεωρητικές προσεγγίσεις για την κυβερνητική ηγεσία. Κάλλιπος, Ανοικτές Ακαδημαϊκές Εκδόσεις. https://dx.doi.org/10.57713/kallipos-1063
Selected publications: