UOP staff
RONTOU MARIA
SPECIAL EDUCATIONAL STAFF
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
Ε-mail: m.rontou (at) uop (dot) gr
Phone: 27410-40-054
Short CV
  • Rontou Maria teaches English/English for Academic Purposes at the Department of Political Science and International Relations of the University of Peloponnese. She is a holder of a BA in English Language and Philology from the University of Athens, an MA in English Language studies and Methods from the University of Warwick and an EdD in Language Studies from the University of Birmingham.
  • She has worked as a teacher of the English language in primary and secondary education and she has taught at public Institutes of Vocational Training (I.E.K.). She has been working as Collaborative Teaching Staff since 2017 at the Postgraduate Course “Education Sciences: Special Education and Training of people with difficulties in oral and written speech” of the Hellenic Open University. She is the writer of the teaching material and a collaborator at an e-learning programme of the University of Athens titled “Teaching foreign languages to students with dyslexia” since 2014. She has participated as a trainer in the training of foreign language teachers at Teaching Centres in Tripolis, Athens and Korinthia.
  • She has participated as an oral examiner in the exams of the State Certificate of the English Language and the Test of Interactive English. She has been a reviewer in Journal of Literacy Research, Sage Open, Learning Disabilities: A contemporary Journal and the Scientific Journal of Primary Education of Korinthia.
  • She has been a reviewer in Creative Education, Journal of Literacy Research, Sage Open, Learning Disabilities: A contemporary Journal and the Scientific Journal of Primary Education of Korinthia.
  • She has taught at a postgraduate course of the University of Birmingham and has presented her research at Greek and International Conferences with talks and posters.
  • She has published articles in the journals Journal of Research in Special Educational Needs, Support for Learning and the Scientific Journal of Primary Education of Korinthia, Aspects Today, TESOL GREECE NEWSLETTER as well as chapters in edited books on dyslexia support issues, the use of technology and the internet in teaching EFL and the teaching of grammar in EFL.
Scientific Interest: My research interests include teaching English as a Foreign Language/English for Academic Purposes to students with dyslexia, using ICT in EFL/EAP, activity theory, Critical Discourse Analysis, teaching and learning foreign languages, pedagogy,
Selected publications:

  1. Rontou, M. (2010). EFL lessons using authentic webpages. Aspects Today (28), 10-1
  1. Rontou, M. (2010). Contradictions around differentiation for students with dyslexia learning English as a Foreign Language in Greek state secondary schools. BAAL Language Learning and Teaching SIG, Kings College London.
  2. Rontou, M. (2011). An investigation into the effectiveness of collaboration between Greek secondary EFL teachers and specialist providers for dyslexia issues. Journal of Research in Special Educational Needs, 13(1), 92-103.

https://nasenjournals.onlinelibrary.wiley.com/doi/abs/10.1111/j.1471-3802.2011.01205.x.

  1. Rontou, M. (2012). EFL grammatical terminology: How useful is it for teachers and how difficult for students? Aspects Today (33), 14-22.
  1. Rontou, M. (2012). Contradictions around differentiation for pupils with dyslexia learning English as a foreign language at secondary school. Support for Learning, 27(4), 140-149.https://nasenjournals.onlinelibrary.wiley.com/doi/abs/10.1111/1467-9604.12003
  1.  Rontou, M. (2013). The discourse of disability in Greek policy documents. In C. Charalambous & K. Mavrou (Eds.), Breaking Classroom Silences: addressing sensitive issues in education (pp. 199–217). European University Cyprus.
  2. Rontou, M. (2013). Implementation of national policy on dyslexia in the teaching of English as a foreign language. In D. Martin (Ed.), Researching dyslexia in multilingual settings (pp. 115-135). Bristol: Multilingual Matters.
  1. Rontou, M. (2016). Contradictions around differentiation of homework for students with dyslexia studying EFL. In G. Reid & L. Peer (Eds.), Multilingualism, literacy and dyslexia: Breaking down barriers for educators (pp. 178-189). Oxon: Routledge.
  1. Rontou, M. (2016). The difficulties and needs of students with dyslexia learning English: A case study. Scientific Journal of Primary Education Teachers of Corinthia Prefecture (2), 86-95.
  1. Rontou, M. (2016). The views of parents with dyslexia on their collaboration with teachers: Ethnographic case study. In M. Frazier (Ed.), Dyslexia: Perspectives, challenges and treatment options (pp. 71-90). New York: Nova Biomedical.
  1. Rontou, M (2018). The use of technology in teaching foreign languages to students with dyslexia: benefits, difficulties and potential. Aspects Today (50-51), 6-13.
  1. Rontou, M (2020).  "Contradictions around inter-collegial collaboration regarding differentiated assessment for pupils with dyslexia in Greek state secondary schools". In S. Misciagna (Ed.), Learning Disabilities. London: Intech Open.
  2. Rontou, M (2021), “Mediating the Learning of a Student with Dyslexia in a Greek Supplementary School in the UK”. In Dyslexia. London: Intech Open.
  3. Rontou, M., & Galani, M. E. (2024). Using multisensory methods and ICT for teaching and learning foreign languages in Higher Education: a qualitative case study with students with learning difficulties. 17th International Conference of Applied Linguistics.
  4. Stewart, K., & Rontou, M. (2025). Developing A “Glocal” Literacy: Utilizing Padlet for International and Collaborative EAP Writing Projects in the United States and Greece. International Conference on Inclusive Student-Centred Pedagogies.
  5. Rontou, M., & Galani, M. E. (2025). How inclusive is our teaching and assessment practice in H.E.? A qualitative case study with students with learning difficulties. International Conference on Inclusive Student-Centred Pedagogies.