SPILIOPOULOU IOANNA
PROFESSOR
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
Ε-mail: iaspi (at) uop (dot) gr
Short CV
Ioanna Spiliopoulou studied History and Archaeology at the University of Athens. Her postgraduate studies are on Classical and Christian Archaeology, Art History and Modern Greek Philology at the University of Bonn. She has a doctorate in Classical Archaeology, University of Bochum (specialising in Roman Archaeology). She taught Modern Greek Language, Literature and Culture at the University of Erlangen-Nürenberg (1982-2003) and Modern Greek Culture at the University of Würzburg (1994-97). In 2008 she was appointed Assistant Professor in Antique Studies and Cultural History at the Department of History Archaeology and Cultural Resources Management (University of the Peloponnese). In 2018 she was appointed Associate Professor in the History and Management of Culture at the same department and since 2023 she has been a full Professor. She has also served as Head of the Department for four years (October 2019-August 2023).
She has taught at the joint Masters programme “Moral Philosophy” of the Department of Philology, University of the Peloponnese and the Department of Philosophy, National and Capodistrian University of Athens (2010-2014), the Masters programme "Sustainable Development", Specialization "Local Development" of the Harokopio University of Athens (2014-2020), the Masters programme "Management and Enhancement of Cultural Resources and the Environment" of DHACRM, while serving on the three member coordinating committee of the programme. She is currently teaching at the Masters programme "Modern and Contemporary History: New Approaches and Perspectives" as well as the programme "Management and Technologies in Cultural Heritage".
Prof. Spiliopoulou has participated in the EU funded project "Kalamata 1821: Roads of Freedom" (ESPA 2018-2021) working on the historical documentation of the pre-revolutionary character of the city of Kalamata in preparation of the film script and on drawing cultural itineraries in the city and the port in preparation of multimedia applications for visitors (a joint project of DHACRM and the Department of Informatics and Telecommunications, University of the Peloponnese).
She is participating in the 3 year research project of excavations at the Kastro of Kalamata (2022-24) as co-director together with Dr. Evangelia Militsi-Kehagia, Head of the Messinian Ephorate of Antiquities.
Prof. Spiliopoulou is the author of the monograph Kaiserzeitliche Grabaltäre Niedermakedoniens (Peleus 15, Mannheim und Möhnesee 2002). She has cooperated with Prof. Egert Poehlmann on the book Drama and Music in Antiquity (Kastaniotis Editions, Athens, 2000), while having jointly authored the monograph Ancient Greek Music in the context of Ancient Greek Poetry (Ionian University/Music Department, Corfu 2007). In cooperation with A.Doulaveras she has edited the volume Messinia: Contributions to its history and culture (scientific supervision G. Xanthaki-Karamanou, Papazisis, Athens 2012). She has published articles on Roman sepulchral art, the reception of antiquity in Byzantium and the West, on Greek Neoclassicism, on Friedrich Thiersch, on Cultural Resources Management, on drawing cultural itineraries, Modern Greek Literature (with emphasis on N. Kazantzakis' travelogues) and the teaching of the Modern Greek language.
She has taught at the joint Masters programme “Moral Philosophy” of the Department of Philology, University of the Peloponnese and the Department of Philosophy, National and Capodistrian University of Athens (2010-2014), the Masters programme "Sustainable Development", Specialization "Local Development" of the Harokopio University of Athens (2014-2020), the Masters programme "Management and Enhancement of Cultural Resources and the Environment" of DHACRM, while serving on the three member coordinating committee of the programme. She is currently teaching at the Masters programme "Modern and Contemporary History: New Approaches and Perspectives" as well as the programme "Management and Technologies in Cultural Heritage".
Prof. Spiliopoulou has participated in the EU funded project "Kalamata 1821: Roads of Freedom" (ESPA 2018-2021) working on the historical documentation of the pre-revolutionary character of the city of Kalamata in preparation of the film script and on drawing cultural itineraries in the city and the port in preparation of multimedia applications for visitors (a joint project of DHACRM and the Department of Informatics and Telecommunications, University of the Peloponnese).
She is participating in the 3 year research project of excavations at the Kastro of Kalamata (2022-24) as co-director together with Dr. Evangelia Militsi-Kehagia, Head of the Messinian Ephorate of Antiquities.
Prof. Spiliopoulou is the author of the monograph Kaiserzeitliche Grabaltäre Niedermakedoniens (Peleus 15, Mannheim und Möhnesee 2002). She has cooperated with Prof. Egert Poehlmann on the book Drama and Music in Antiquity (Kastaniotis Editions, Athens, 2000), while having jointly authored the monograph Ancient Greek Music in the context of Ancient Greek Poetry (Ionian University/Music Department, Corfu 2007). In cooperation with A.Doulaveras she has edited the volume Messinia: Contributions to its history and culture (scientific supervision G. Xanthaki-Karamanou, Papazisis, Athens 2012). She has published articles on Roman sepulchral art, the reception of antiquity in Byzantium and the West, on Greek Neoclassicism, on Friedrich Thiersch, on Cultural Resources Management, on drawing cultural itineraries, Modern Greek Literature (with emphasis on N. Kazantzakis' travelogues) and the teaching of the Modern Greek language.
Scientific Interest:
1. Roman archaeology
2. Ancient Greek Music
3. Ancient Greek Drama
4. Touring Hellas
5. Reception and revival of Antiquity: Byzantium, Medieval West, Modern Era, Western Dominions in Greece during the Middle Ages and the Modern Era
6. Intercultural approaches to the 19ο c.: Capodistrian Times, Othonian Times, Friedrich Thiersch, Greek neoclassicism
7. Topics in the management of material cultural heritage: enhancement and management of archaeological sites, monuments and residential complexes, city-branding, management of architectural heritage-the reuse buildings (with emphasis on the city of Kalamata), place-branding, region-branding
8. Tourism and sustainable development – drawing cultural itineraries
9. Ethics and archaeology, ethics and culture (identities, alterities etc.)
10. Management of immaterial cultural heritage: spreading the fame of Nikos Kazantzakis’ works
11. Cultural approaches to Nikos Kazantzakis’ travelogues
12. Literary translation
2. Ancient Greek Music
3. Ancient Greek Drama
4. Touring Hellas
5. Reception and revival of Antiquity: Byzantium, Medieval West, Modern Era, Western Dominions in Greece during the Middle Ages and the Modern Era
6. Intercultural approaches to the 19ο c.: Capodistrian Times, Othonian Times, Friedrich Thiersch, Greek neoclassicism
7. Topics in the management of material cultural heritage: enhancement and management of archaeological sites, monuments and residential complexes, city-branding, management of architectural heritage-the reuse buildings (with emphasis on the city of Kalamata), place-branding, region-branding
8. Tourism and sustainable development – drawing cultural itineraries
9. Ethics and archaeology, ethics and culture (identities, alterities etc.)
10. Management of immaterial cultural heritage: spreading the fame of Nikos Kazantzakis’ works
11. Cultural approaches to Nikos Kazantzakis’ travelogues
12. Literary translation