UOP staff
ΦΩΚΑ ΑΜΑΛΙΑ
ΑΝΑΠΛΗΡΩΤΡΙΑ ΚΑΘΗΓΗΤΡΙΑ
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
Ε-mail: foka (at) uop (dot) gr
Phone: 2710-230-170
Office: Γραφείο Β0.13 (ισόγειο/άνω κτήριο)
Ώρες Γραφείου: Τρίτη 15:00 - 17:00 - (Συνιστάται πρότερη επικοινωνία μέσω email)
Short CVΗ Αμαλία Φωκά είναι Αναπληρώτρια Καθηγήτρια στο Τμήμα Πληροφορικής και Τηλεπικοινωνιών του Πανεπιστημίου Πελοποννήσου. Τα ερευνητικά της ενδιαφέροντα επικεντρώνονται στην Τεχνητή Νοημοσύνη, την Υπολογιστική Όραση και τη Ρομποτική, καθώς και στις δημιουργικές εφαρμογές τους. Διαθέτει διεπιστημονικό υπόβαθρο που γεφυρώνει την επιστήμη της Πληροφορικής με την καλλιτεχνική έρευνα και πρακτική, αναπτύσσοντας έργο που εκτείνεται από τη δημοσίευση επιστημονικών αποτελεσμάτων έως την υπολογιστική καλλιτεχνική παραγωγή. Έργα και δημοσιεύσεις της έχουν παρουσιαστεί σε κορυφαία επιστημονικά περιοδικά, διεθνή συνέδρια και καλλιτεχνικές πλατφόρμες (ECCV, Leonardo/MIT Press, WRO Media Art Biennale, ISEA). Το έργο της έχει λάβει διεθνή αναγνώριση, με πολυάριθμες ετεροαναφορές, ενώ έχει τιμηθεί και με το Arte Laguna Special Prize για την εικαστική της δραστηριότητα. Είναι διδάκτωρ Ρομποτικής του Τμήματος Επιστήμης Υπολογιστών του Πανεπιστημίου Κρήτης και απόφοιτη Μηχανικός Υπολογιστών (BEng, MSc) του UMIST, Ηνωμένο Βασίλειο. 
Short CV

Amalia Foka is an Associate Professor in the Department of Informatics and Telecommunications at the University of the Peloponnese. Her research interests focus on Artificial Intelligence, Computer Vision, and Robotics, as well as their creative applications. She has an interdisciplinary background that bridges Computer Science with artistic research and practice, developing work that ranges from publishing scientific results to producing computational art. Her works and publications have been presented in leading scientific journals, international conferences, and artistic platforms (ECCV, Leonardo/MIT Press, WRO Media Art Biennale, ISEA). Her work has received international recognition, with numerous citations, and she has also been awarded the Arte Laguna Special Prize for her artistic practice. She holds a PhD in Robotics from the Department of Computer Science at the University of Crete and a degree in Computer Engineering (BEng, MSc) from UMIST, United Kingdom.


knownledge Object: Πληροφορική: Εφαρμογές Πολυμέσων για την Τέχνη [ ΦΕΚ 3428/Γ΄/16-09-2025 ]
Science Interest: Τεχνητή Νοημοσύνη, Υπολογιστική Όραση, Παραγωγική Τεχνητή Νοημοσύνη (Generative AI),  Υπολογιστική Δημιουργικότητα, Ψηφιακή Ιστορία της Τέχνης, Ρομποτική και Αυτόνομη Πλοήγηση, Art Games, Ψηφιακές Ανθρωπιστικές Επιστήμες.
Science Interest:

Artificial Intelligence, Computer Vision, Generative Artificial Intelligence (Generative AI), Computational Creativity, Digital Art History, Robotics and Autonomous Navigation, Art Games, Digital Humanities.


Επιλεγμένες Δημοσιεύσεις:

Foka, A. (2026). Experiments in the relationship between art history and text-to-image models. In K. Brown (Ed.), Artificial intelligence and art history: Looking at pictures in an algorithmic culture (Proceedings of the British Academy). The British Academy.

Foka, A. (2025). She Works, He Works: Critical explorations of gender in AI-generated representations. In Proceedings of the 30th International Symposium on Electronic Art (ISEA 2025), Seoul, Republic of Korea (May 23–29, 2025).

Foka, A. (2025). Interwoven ecosystems: Generative AI landscapes for ecological advocacy. In Proceedings of the 30th International Symposium on Electronic Art (ISEA 2025), Seoul, Republic of Korea (May 23–29, 2025).

Foka, A. (2025). Generating Virtual Landscapes and Environmental Narratives with StyleGAN2. In: Machado, P., Johnson, C., Santos, I. (eds) Artificial Intelligence in Music, Sound, Art and Design. EvoMUSART 2025. Lecture Notes in Computer Science, vol 15611. Springer, Cham. https://doi.org/10.1007/978-3-031-90167-6_22 

Foka, A. (2024). A Framework for Critical Evaluation of Text-to-Image Models: Integrating Art Historical Analysis, Artistic Exploration, and Critical Prompt Engineering. In Computer Vision – ECCV 2024 Workshops: Milan, Italy, September 29–October 4, 2024, Proceedings, Part XXII. Springer-Verlag, Berlin, Heidelberg, 128–143. https://doi.org/10.1007/978-3-031-92089-9_9 

Foka, A. (2023). Forging emotions: A deep learning experiment on emotions and art. Artnodes, (31), 1–10. https://doi.org/10.7238/artnodes.v0i31.402397

Foka, A. (2022). Constructing an artworld influencers network by mining social media. Leonardo, 55(1), 24–29. https://doi.org/10.1162/leon_a_02094

Foka, A. (2022). Forging emotions: A deep learning experiment on emotions and art. In Proceedings of the 27th International Symposium on Electronic Art (ISEA 2022), Barcelona, Spain (June 10–16, 2022).

Foka, A. (2021). Computer vision applications for art history: Reflections and paradigms for future research. In Proceedings of the International Electronic Visualisation & the Arts (EVA London) Conference (pp. 73–80). https://dx.doi.org/10.14236/ewic/EVA2021.12

Tsekoura, K., & Foka, A. (2020). Classification of EEG signals produced by musical notes as stimuli. Expert Systems with Applications, 159, Article 113507. https://doi.org/10.1016/j.eswa.2020.113507

Foka, A. (2018). An artist ranking system based on social media mining. Information Retrieval Journal, 21(5), 410–448. https://doi.org/10.1007/s10791-018-9328-z 

Selected publications: