UOP staff
MIKEDAKI MARIA
ASSISTANT PROFESSOR (Tenure track)
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
Ε-mail: mikedaki (at) uop (dot) gr
Short CVMaria Mikedaki was born in Piraeus. She holds a BA of the Faculty of History and Archaeology of the National and Kapodistrian University of Athens, a M.A. and a PhD in Classical Archaeology from the University of Vienna, Austria. PhD subject: Pinakes und Thyromata im antiken griechischen Theater (in German). In the course of her postgraduate studies, she worked under the supervision of Savas Gogos and Jürgen Borchhardt. As an archaeologist, she participated in various excavations in Greece and Cyprus and worked at the Hellenic Ministry of Culture (Directorate of Byzantine and Postbyzantine Monuments, Epigraphical Museum). She also participated in research programs, supervised by the Academy of Athens, the Archaeological Society at Athens, the National and Kapodistrian University of Athens and the University of the Peloponnese. Her academic career began at the Theatre Studies Department of the University of Patras, where she worked as a Contract Lecturer appointed according to Presidential Decree (P.D. 407/80) (winter semester 2005-2006). In 2009 she became a Lecturer in Ancient Greek Theatre at the Theatre Studies Department of the University of the Peloponnese; in 2016 she became Assistant Professor at the same Department and was tenured in 2020. She teaches at the Postgraduate Program of the Department of Mediterranean Studies of the University of the Aegean, entitled “Ancient Theatre: Educational and Literary Approaches” and at the Postgraduate Program of the Theatre Studies Department of the University of the Peloponnese, entitled “Theatre and Society: Theory, Staging and Didactics”. She has also taught at the Epidaurus Lyceum, an international summer school of ancient drama, located in the area of ancient Epidaurus, which operated annually (2017-2019) during the Athens and Epidaurus Festival. She has supervised, as main supervisor, a series of M.A. (13). She currently supervises four (4) PhD students and one (1) post-doctoral researcher. Maria Mikedaki is the author of three monographs (Tabula Imperii Romani, J 35 - Smyrna, I: Aegean Islands, Athens: Academy of Athens, 2012 [co-author: Pavlos Karvonis], Tabula Imperii Romani, J 34 - Athens, Boeotia, Athens: Academy of Athens, 2019, and The Painted Backdrops of the Hellenistic Theatre, Athens: Kardamitsa, 2nd edition, revised, 2023). She has written a series of articles published in peer-reviewed journals, conference proceedings and collective volumes and is currently writing her fourth monograph dedicated to the costumes of the ancient Greek theatre. She has participated both in international and national conferences and has given many lectures as a guest speaker.  She is a member of the Archaeological Society at Athens. She is married with two children.  
Science Interest: Scenic space and Scenography of the ancient theatre, Architecture of the ancient theatre, Costumes and masks of the ancient Greek theatre, Coroplasty, Ancient Greek topography (Attica, Boeotia, Northeastern Aegean islands).