ΔΗΜΗΤΡΙΟΥ ΜΑΡΙΑ
ΕΠΙΚΟΥΡΗ ΚΑΘΗΓΗΤΡΙΑ (ΘΗΤΕΙΑ)
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
ΤΜΗΜΑ ΕΠΙΣΤΗΜΗΣ, ΔΙΑΤΡΟΦΗΣ ΚΑΙ ΔΙΑΙΤΟΛΟΓΙΑΣ - ΚΑΛΑΜΑΤΑ
Ε-mail: m.dimitriou (at) uop (dot) gr
Phone: 27210-45-338
Office: Νέο Κτίριο, 2ος όροφος, Γραφείο 2.04
Ώρες Γραφείου: Δευτέρα- Τρίτη- Τετάρτη 10:00-13:00 - (Συνίσταται πρότερη επικοινωνία με το διδάσκοντα)
Short CV
ΣΠΟΥΔΕΣ:
Δεκ 2009- Δεκ 2016: Διδακτορικό (PhD)
Σχολή Επιστημών Υγείας και Αγωγής, Τμήμα Επιστήμης Διαιτολογίας-Διατροφής, Χαροκόπειο Πανεπιστήμιο Αθηνών
Σεπ 2004 – Σεπ 2005: Master of Medical Science (MMedSci) in Human Nutrition (Εξειδίκευση: Clinical Nutrition)
Department of Human Nutrition, Faculty of Medicine, University of Glasgow, UK
Σεπ 2000 – Ιούλ 2004: Πτυχίο της Επιστήμης Διαιτολογίας- Διατροφής
Σχολή Επιστημών Υγείας και Αγωγής, Τμήμα Επιστήμης Διαιτολογίας-Διατροφής, Χαροκόπειο Πανεπιστήμιο Αθηνών
ΕΠΑΓΓΕΛΜΑΤΙΚΗ ΕΜΠΕΙΡΙΑ:
(πλην της διδακτικής και ερευνητικής εμπειρίας όπως παρουσιάζονται σεεπόμενες ενότητες)
Ιούλιος 2022- Σήμερα: Επίκουρη Καθηγήτρια με γνωστικό αντικείμενο Διατροφή, Τοξικοί Παράγοντες και Μεταβολικά Νοσήματα, Τμήμα Διατροφής και Διαιτολογίας, Σχολή Επιστημών Υγείας, Πανεπιστήμιο Πελοποννήσου
2020- 2022: Ακαδημαϊκός Υπότροφος, Τμήμα Διατροφής και Διαιτολογίας, Σχολή Επιστημών Υγείας, Πανεπιστήμιο Πελοποννήσου
2008- Σήμερα: Διαιτολόγος- Διατροφολόγος, με άδεια ασκήσεων επαγγέλματος
2007-2008:Διαιτολόγος-Διατροφολόγος / Εκπαιδεύτρια ατόμων με σακχαρώδη διαβήτη τύπου Ι (Diabetes Educator), Φορέας: Roche Diagnostics Hellas S.A.
2005-2007: Επιστημονικός Συνεργάτης Χαροκοπείου Πανεπιστημίου Αθηνών (διδακτικό προσωπικό, ΠΔ 407/80), Εκπαιδεύτρια φοιτητών κλινικής άσκησης
ΑΛΛΗ ΔΙΔΑΚΤΙΚΗ ΕΜΠΕΙΡΙΑ:
2020- 2022: Προσκεκλημένη ομιλήτρια, Εθνικό και Καποδιστριακό Πανεπιστήμιο Αθηνών, Ιατρική Σχολή Αθηνών, Σχολή Επιστημών Υγείας, ΠΜΣ Ιατρική Γενετική: Κλινική και Εργαστηριακή Εκτίμηση.
2016-2022: Προσκεκλημένη ομιλήτρια, Χαροκόπειο Πανεπιστήμιο Αθηνών, Σχολή Υγείας και Αγωγής, Τμήμα Επιστήμης Διαιτολογίας-Διατροφής, Π.Μ.Σ. με τίτλο «Εφαρμοσμένη Διαιτολογία-Διατροφή».
2020- 2021 και 2022-2023: Εισηγήτρια, Σεμινάριο Προσωποποιημένης Διατροφής μέσω ανάλυσης DNA, Genome Analysis, Τεχνοβλαστός Χαροκοπείου Πανεπιστημίου
Ακαδημαϊκό έτος 2009-2010 (επικουρικό έργο ως υποψήφια διδάκτωρ) Βοηθητικό Διδακτικό Έργο, Χαροκόπειο Πανεπιστήμιο Αθηνών, Μάθημα: Μοριακή Βιολογία και Γενετική.
ΕΠΙΣΤΗΜΟΝΙΚΕΣ ΔΗΜΟΣΙΕΥΣΕΙΣ :
Συνολικός αριθμός επισστημονικών δημοσιεύσεων σε έγκριτα επιστημονικά περιοδικά: 34
Ετεροαναφορές: 18.590, h-index: 28, i10-index: 33 (Google Scholar)
Ετεροαναφορές: 13.732, h-index: 29, (Scopus)
Προφορικές και αναρτημένες δημοσιεύσεις σε επιστημονικά συνέδρια του εσωτερικού και του εξωτερικού : 7
ΣΥΓΓΡΑΦΙΚΟ ΕΡΓΟ
• Γεώργιος Δεδούσης (2022). Μοριακή Γενετική του Ανθρώπου, Εκδόσεις UTOPIA, Συν-συγγραφέας Κεφαλαίου 18: Καρδιαγγειακά νοσήματα
• Αντώνης Ζαμπέλας (2022), Κλινική Διαιτολογία και Διατροφή με Στοιχεία Παθολογίας 2η έκδοση, Εκδόσεις Broken Hill Publishers LTD, Συν-Συγγραφέας Κεφαλαίου 10: Εισαγωγή στη γονιδιακή διατροφή
ΕΠΙΣΤΗΜΟΝΙΚΑ ΣΥΝΕΔΡΙΑ:
- Προσκεκλημένη ομιλήτρια σε 7 επιστημονικά συνέδρια
- Μέλος Οργανωτική και Επιστημονικής Επιτροπής 1ου Συμποσίου Ομάδας Εργασίας Κλινικής Διατροφής και 11ου Πανελληνίου Συνεδρίου Διατροφής & Διαιτολογίας, Πανελλήνιος Σύλλογος Διαιτολόγων-Διατροφολόγων, Αθήνα, Ελλάδα
ΥΠΟΤΡΟΦΙΕΣ-ΔΙΑΚΡΙΣΕΙΣ:
2005: Υποτροφία Εξωτερικού, Χαροκόπειο Ίδρυμα
ΑΛΛΕΣ ΔΡΑΣΤΗΡΙΟΤΗΤΕΣ:
2023-2023: Guest Editor, Foods Journal, Special Issue “ Research on Bioactive Compounds and Toxicology in Functional Food”, Mdpi
Ιαν. 2021 -Μαρ 2023: Guest editor, International Journal of Environmental Research and Public Health (IJERPH), Special Issue "New Advances in Nutrition and Health" (https://www.mdpi.com/journal/ijerph/special_issues/advances_nutrition_health)
ΞΕΝΕΣ ΓΛΩΣΣΕΣ: Αγγλικά ●●●●● Γερμανικά ●●●○○ Ιταλικά ●○○○○
Short CV
CURRENT POSITION
2023 -2023 Assistant Professor
School of Health Sciences/Department of Nutritional Sciences and Dietetics, University of Peloponnese/Kalamata, Greece
OTHER OR PREVIOUS PROFESSIONAL EXPERIENCE
2021 -2022 Adjunct Lecturer (Academic Scholar), School of Health Sciences/Department of Nutritional Sciences and Dietetics, University of Peloponnese/Kalamata, Greece
2020 -2021 Adjunct Lecturer (Academic Scholar), Acquisition of Academic Teaching Experience for New Scientists, National Strategic Reference Framework (NSRF), 2014-2020. School of Health Sciences/Department of Nutritional Sciences and Dietetics, University of Peloponnese/Kalamata, Greece
2008- Today: Dietitian-Nutritionist, with license to practice
2007-2008: Dietitian-Nutritionist / Diabetes Educator, Roche Diagnostics Hellas S.A.
2005-2007: Teaching Associate, Clinical Internship Instructor, Department of Nutrition and Dietetics, School of Health Science and Education, Harokopio University of Athens.
OTHER TEACHING EXPERIENCE:
2020- 2022: Invited Lecturer, Postgraduate Studies “Medical Genetics”, School of Medicine, National and Kapodistrian University of Athens
2016-2022: Invited Lecturer, Postgraduate studies Applied Nutrition and Dietetics, Department of Nutrition and Dietetics, School of Health Science and Education, Harokopio University of Athens
2020- 2021 & 2022-2023: Invited Lecturer, Personalized Nutrition through DNA analysis, Spin Off Genome Analysis, Harokopio University of Athens
2009-2010: Auxiliary Teaching, Lecture: Molecular Biology and Genetics, Department of Nutrition and Dietetics, School of Health Science and Education, Harokopio University of Athens
PUBLICATIONS
34 publications in total
citations = 16.808; h-index= 25; i-10 index=30 (Google Scholar)
citations = 12.521; h-index= 28 (Scopus)
CHAPTERS IN ACADEMIC BOOKS:
• G. Dedoussis (2022). Molecular Genetics, Publisher UTOPIA, Co-author Chapter 18: Cardiovascular Diseases
• A. Zampelas (2022), Clinical Dietetics and Nutrition, Publisher Broken Hill Publishers LTD, Co-author Chapter 10: Introduction to Genetic Nutrition
SCIENTIFIC CONGRESSES:
- Invited speaker - 7 scientific congresses/conferences
- Member of Organizing and Scientific Committee -1st Symposium on Clinical Nutrition και 11th Congress of Nutrition and Dietetics, Hellenic Association of Dietitians-Nutritionists
DISTICTIONS AND AWARDS:
2005: Harokopio Institute Scholarship
OTHER ACTIVITIES:
Jan. 2021 -Mar 2023 Guest editor, International Journal of Environmental Research and Public Health (IJERPH), Special Issue "New Advances in Nutrition and Health" (https://www.mdpi.com/journal/ijerph/special_issues/advances_nutrition_health)
FOREIGN LANGUAGES: English ●●●●● German ●●●○○ Italian ●○○○○
Science Interest:
ΕΡΕΥΝΗΤΙΚΟ ΕΡΓΟ ΚΑΙ ΕΝΔΙΑΦΕΡΟΝΤΑ:
Η ερευνητική δραστηριότητά μου αφορά στη μελέτη της διατροφής του ανθρώπου (μακροθρεπτικά συστατικά, τρόφιμα, διατροφικά πρότυπα) ως προς τον κίνδυνο εμφάνισης μεταβολικών διαταραχών (γλυκόζης, ινσουλίνης, λιπιδίων) και εμφάνισης μεταβολικών νοσημάτων (στεφανιαία νόσος, μη αλκοολική λιπώδης νόσος του ήπατος, παχυσαρκία, σακχαρώδης διαβήτης). Επιπλέον, το έργο μου αφορά στη μελέτη άλλων παραγόντων του τρόπου ζωής πλην της διατροφής, όπως φυσική δραστηριότητα ή τοξικών παραγόντων (κάπνισμα, αλκοόλ). Η μελέτη της γενετικής προδιάθεσης και των αλληλεπιδράσεων γονιδίων-διατροφής με απώτερο στόχο την αποτίμηση του κινδύνου εμφάνισης πολυπαραγοντικών νοσημάτων αποτελεί επίσης μεγάλο μέρος της ερευνητικής μου δραστηριότητας.
ΕΠΙΣΤΗΜΟΝΙΚΕΣ ΔΗΜΟΣΙΕΥΣΕΙΣ :
Συνολικά ο αριθμός των δημοσιεύσεών μου σε έγκριτα επιστημονικά περιοδικά ανέρχεται στον αριθμό 34 επιστημονικές δημοσιεύσεις σε έγκριτα επιστημονικά περιοδικά
Ετεροαναφορές: 16.808, h-index:25, i-10 index: 30 (Google Scholar)
Ετεροαναφορές: 12.521, h-index: 28, (Scopus)
Science Interest:
RESEARCH INTERESTS:
My research interests involve the study of human nutrition (macronutrients, foods, dietary patterns) in metabolic disorders (glucose, insulin and lipids) and metabolic diaseases (coronary artery disease, non-alcoholic liver disease, obesity and diabetes mellitus). In addition, my research work involve the study of risk factors, with toxic effects (e.g. smoking, alcohol), The study of genetic susceptibility and gene x diet interactions is also a large part of my research activity.
34 publications in total
citations = 16.808; h-index= 25; i-10 index=30 (Google Scholar)
citations = 12.521; h-index= 28 (Scopus)