ΒΑΝΔΩΡΟΣ ΣΩΤΗΡΙΟΣ
ΕΠΙΚΟΥΡΟΣ ΚΑΘΗΓΗΤΗΣ (ΘΗΤΕΙΑ)
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
Ε-mail: vandoros (at) uop (dot) gr
Τηλέφωνο: 27410-40-040
Γραφείο: Κτίριο Β, 2ος όροφος, γραφείο 3
Ώρες Γραφείου: Δευτέρα & Πέμπτη, 13.00-14.00 - (Συνιστάται πρότερη επικοινωνία με τον διδάσκοντα)
Σύντομο Βιογραφικό Σημείωμα
Είναι επίκουρος καθηγητής Πολιτικής Επιστήμης και Νεότερης & Σύγχρονης Πολιτικής Θεωρίας. Τα ερευνητικά ενδιαφέροντά του περιλαμβάνουν τη νεότερη πολιτική θεωρία, τη θεωρία της δημοκρατίας, το ελληνικό πολιτικό σύστημα, και τις πολιτικές ιδεολογίες. Η τωρινή έρευνά του επικεντρώνεται στη σχέση εξτρεμισμού και δημοκρατίας. Σπούδασε Πολιτική Επιστήμη και Διεθνείς Σχέσεις στο Πάντειο Πανεπιστήμιο (1995). Έλαβε μεταπτυχιακό (MΑ) στην Κοινωνική και Πολιτική Θεωρία από το University of Sussex (1997). Εκπόνησε διδακτορική διατριβή στην Πολιτική Θεωρία στο Πάντειο Πανεπιστήμιο (2004). Έκανε μεταδιδακτορική έρευνα (PostDoc) στις Κοινωνικές Επιστήμες υπό την αιγίδα της Ανώτατης Σχολής Καλών Τεχνών (2007). Διδάσκει στο Πανεπιστήμιο από το 2007, ενώ επιπλέον έχει διδακτική εμπειρία στην Εθνική Σχολή Δημόσιας Διοίκησης και Αυτοδιοίκησης και στο Ελληνικό Ανοικτό Πανεπιστήμιο. Από το 2021 είναι country expert (Ελλάδα) για το Varieties of Democracy Project (V-Dem), The V-Dem Institute, University of Gothenburg. Είναι συγγραφέας των βιβλίων Σιωπηλό Βλέμμα: Για την πολιτική θεωρία του Ρουσσώ (Σαββάλας 2012) και Εισαγωγή στις Πολιτικές Ιδεολογίες (ΣΕΑΒ 2015).
Short CV
He is Assistant Professor of Political Science, and Modern & Contemporary Political Theory. His research interests include modern political theory, theory of democracy, the Greek political system, and political ideologies. His current research is focused on the relation between extremism and democracy. He studied Political Science and International Relations at Panteion University (1995). He holds an MA in Social and Political Theory from the University of Sussex (1997) and a PhD in Political Theory from Panteion University (2004). He conducted postdoctoral research in Social Sciences under the auspices of the Athens School of Fine Arts (2007). He has been teaching in the university since 2007. He has also taught at the National School of Public Administration and Local Government as well as at the Hellenic Open University. He is a country expert (Greece) for the Varieties of Democracy Project (V-Dem), The V-Dem Institute, University of Gothenburg since 2021. He is the author of the following books: Silent gaze: On Rousseau’s political theory (Savvalas 2012) & Introduction to Political Ideologies (SEAV 2015).
Γνωστικό Αντικείμενο: Πολιτική Επιστήμη και Νεότερη και Σύγχρονη Πολιτική Θεωρία (ΦΕΚ Γ' 1809, 17/07/2023)
Επιστημονικά Ενδιαφέροντα:
νεότερη πολιτική θεωρία, θεωρία της δημοκρατίας, εξτρεμισμός, λαϊκισμός, ελληνικό πολιτικό σύστημα, πολιτικές ιδεολογίες
Science Interest:
modern political theory, theory of democracy, extremism, populism, the Greek political system, political ideologies