UOP staff
ΠΑΠΑΖΟΓΛΟΥ ΕΜΜΑΝΟΥΗΛ
ΕΠΙΚΟΥΡΟΣ ΚΑΘΗΓΗΤΗΣ (ΜΟΝΙΜΟΣ)
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Ε-mail: epapaz (at) uop (dot) gr
Τηλέφωνο: 27410-40-051
Γραφείο: Κτίριο Β' - Γ8
Σύντομο Βιογραφικό ΣημείωμαΟ 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.   
Επιστημονικά Ενδιαφέροντα: Πολιτικά Συστήματα και Κυβερνητική Λειτουργία, Πολιτική Ηγεσία,Ελληνική Πολιτική,Δημόσιες Πολιτικές και Εξευρωπαϊσμός, Διακυβέρνηση και Δημοκρατική Νομιμοποίηση στην ΕΕ,Ιδιότητα του Πολίτη.