ΔΗΜΗΤΡΙΟΥ ΜΑΡΙΑ
ΕΠΙΚΟΥΡΗ ΚΑΘΗΓΗΤΡΙΑ (ΘΗΤΕΙΑ)
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
ΤΜΗΜΑ ΕΠΙΣΤΗΜΗΣ, ΔΙΑΤΡΟΦΗΣ ΚΑΙ ΔΙΑΙΤΟΛΟΓΙΑΣ - ΚΑΛΑΜΑΤΑ
Ε-mail: m.dimitriou (at) uop (dot) gr
Τηλέφωνο: 27210-45-338
Γραφείο: Νέο Κτίριο, 2ος όροφος, Γραφείο 2.04
Ώρες Γραφείου: Δευτέρα- Τρίτη- Τετάρτη 10:00-13:00 - (Συνίσταται πρότερη επικοινωνία με το διδάσκοντα)
Σύντομο Βιογραφικό ΣημείωμαΣΠΟΥΔΕΣ:Δεκ 2009- Δεκ 2016: Διδακτορικό (PhD)Σχολή Επιστημών Υγείας και Αγωγής, Τμήμα Επιστήμης Διαιτολογίας-Διατροφής, Χαροκόπειο Πανεπιστήμιο ΑθηνώνΣεπ 2004 – Σεπ 2005: Master of Medical Science (MMedSci) in Human Nutrition (Εξειδίκευση: Clinical Nutrition)Department of Human Nutrition, Faculty of Medicine, University of Glasgow, UKΣεπ 2000 – Ιούλ 2004: Πτυχίο της Επιστήμης Διαιτολογίας- ΔιατροφήςΣχολή Επιστημών Υγείας και Αγωγής, Τμήμα Επιστήμης Διαιτολογίας-Διατροφής, Χαροκόπειο Πανεπιστήμιο ΑθηνώνΕΠΑΓΓΕΛΜΑΤΙΚΗ 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 Πελοποννήσου2020- 2022: Ακαδημαϊκός Υπότροφος, Τμήμα Διατροφής και Διαιτολογίας, Σχολή Επιστημών Υγείας, Πανεπιστήμιο Πελοποννήσου2008- Σήμερα: Διαιτολόγος- Διατροφολόγος, με άδεια ασκήσεων επαγγέλματος2007-2008: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 άσκησηςΑΛΛΗ 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 ΠανεπιστημίουΑκαδημαϊκό 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: 34Ετεροαναφορές: 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, ΕλλάδαΥΠΟΤΡΟΦΙΕΣ-ΔΙΑΚΡΙΣΕΙΣ: 2005: Υποτροφία Εξωτερικού, Χαροκόπειο ΊδρυμαΑΛΛΕΣ ΔΡΑΣΤΗΡΙΟΤΗΤΕΣ:2023-2023: Guest Editor, Foods Journal, Special Issue “ Research on Bioactive Compounds and Toxicology in Functional Food”, MdpiΙαν. 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 ●○○○○
Επιστημονικά Ενδιαφέροντα: 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 περιοδικάΕτεροαναφορές: 16.808, h-index:25, i-10 index: 30 (Google Scholar)Ετεροαναφορές: 12.521, h-index: 28, (Scopus)