UOP staff
PAPADOPOULOU IOANNA
ASSISTANT PROFESSOR (Tenure track)
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
Ε-mail: i.papadopoulou (at) uop (dot) gr
Short CVDr. Ioanna N. Papadopoulou was born in Athens. She studied Classics at the National and Kapodistrian University of Athens and then completed her M.A. (in Classics) at the School of Philology of the Aristotle University of Thessaloniki, where she also conducted her PhD thesis on Ancient Greek Drama. Her Post-Doctoral Research on ancient Greek riddles was conducted (supported by a bursary from the State Scholarships Foundation) at the Department of History and Philosophy of Sciences of the National and Kapodistrian University of Athens. Her main research interests and her publications are focused on ancient Greek (Attic) drama (Tragedy, Old and New Comedy; especially Aeschylus and Aristophanes) and Roman drama (Plautus, Terence, Seneca), but also include ancient Greek metre and music, ancient Greek geography (Pausanias, Strabo) and Open and Distance Education (in connection to teaching Attic and Roman Drama and Theatre). Her monograph “The Antiphonies in the Choral Songs of Aeschylus” (Athens 2006, in Greek) has been awarded by the Academy of Athens. Since December of 2019, she is a faculty member of the University of the Peloponnese-The Theatre Studies Department as a Tenured Assistant Professor of Ancient Greek and Latin Literature and Theatre. Furthermore, she is a member of the Organizing and the Scientific Committee and also an instructor at the Summer School “The Ancient Greek Drama as Performance Art” (Faculty of Greek Philology- Democritus University of Thrace), and she is a reviewer and member of the Editorial Board of international scientific journals on civilization and theatre. As a scientific advisor, she has collaborated in the performance of Greek dramas and the composition of play texts.
Scientific Interest:
  • Greek Drama and Theatre (Tragedy: esp. Aeschylus, Old and New Comedy)
  •  Roman Drama and Theatre (Plautus, Terence, Seneca)
  • Greek Metre and Music
  • Geography (Pausanias, Strabo)
  • Reception of ancient Theatre
  • Ancient Theatre and cinematography
  • Open and Distance Learning (application on ancient Theatre)
  • Hellenistic Epigram
  • Choral Poetry (Pindar)Historiography (Herodotus)