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ΠΑΠΑΔΕΛΛΗ ΜΑΡΙΝΑ
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
Ε-mail: m.papadelli (at) uop (dot) gr
Τηλέφωνο: 27210-45-164
Γραφείο: Αίθουσα 63, Ισόγειο Κεντρικού Κτηρίου, campus Αντι
Ώρες Γραφείου: Τρίτη 10:00-12:00 Τετάρτη: 11:00-12:00 - (Συνιστάται πρότερη επικοινωνία με τη διδάσκουσα μέσω e-mail)
Σύντομο Βιογραφικό ΣημείωμαΗ Μαρίνα Παπαδέλλη είναι Καθηγήτρια στο Τμήμα Επιστήμης και Τεχνολογίας Τροφίμων του Πανεπιστημίου Πελοποννήσου με γνωστικό αντικείμενο τη Μικροβιολογία Προϊόντων και Παραπροϊόντων Βιομηχανιών Τροφίμων. Έχει πτυχίο Γεωπονίας από το Τμήμα Επιστήμης και Τεχνολογίας Τροφίμων του Γεωπονικού Πανεπιστημίου Αθηνών και Διδακτορικό Δίπλωμα στις Γεωπονικές Επιστήμες από το Τμήμα Γεωργικής Βιοτεχνολογίας του Γεωπονικού Πανεπιστημίου Αθηνών. Έχει συμμετάσχει ως ερευνήτρια σε ερευνητικά προγράμματα, αρχικά στο πεδίο της Περιβαλλοντικής Μικροβιολογίας και στη συνέχεια στο πεδίο της Μικροβιολογίας Τροφίμων Ζύμωσης και στη Μοριακή Μικροβιολογία Τροφίμων. Το 2003 εκλέχτηκε ως Καθηγήτρια Εφαρμογών με ειδικότητα «Μικροβιολογία Τροφίμων» στο Τμήμα Τεχνολογίας Γεωργικών Προϊόντων του ΤΕΙ Καλαμάτας, το 2010 εξελίχθηκε στη βαθμίδα του Επίκουρου Καθηγητή με γνωστικό αντικείμενο «Μικροβιολογία Προϊόντων και Παραπροϊόντων Βιομηχανιών Τροφίμων» στο Τμήμα Τεχνολογίας Τροφίμων του ΤΕΙ Καλαμάτας και το 2015 στη Βαθμίδα του Αναπληρωτή Καθηγητή στο ίδιο Τμήμα. Από το 2019 υπηρετεί ως μέλος ΔΕΠ στο Τμήμα Επιστήμης και Τεχνολογίας Τροφίμων του Πανεπιστημίου Πελοποννήσου. Διδάσκει σε προπτυχιακό επίπεδο τα μαθήματα Γενική Μικροβιολογία, Μικροβιολογία Τροφίμων Ι και ΙΙ, Βιολογία Κυττάρου, Μοριακή και Κυτταρική Βιολογία. Σε μεταπτυχιακό επίπεδο διδάσκει στο ΠΜΣ «Τεχνολογία και Ποιότητα Επιτραπέζιας Ελιάς & Ελαιολάδου» του Τμήματός της, το μάθημα «Σύγχρονη Τεχνολογία Παραγωγής της Επιτραπέζιας Ελιάς».
Γνωστικό Αντικείμενο: Μικροβιολογία Προϊόντων και Παραπροϊόντων Βιομηχανιών Τροφίμων [ ΦΕΚ 2826/Γ΄/25-10-2023 ]
Επιστημονικά Ενδιαφέροντα: Τα ερευνητικά της ενδιαφέροντα αφορούν κυρίως στην εφαρμογή των οξυγαλακτικών βακτηρίων στην τεχνολογία των τροφίμων ζύμωσης ζωικής και φυτικής προέλευσης, καθώς και στη μελέτη των ιδιοτήτων τους σε επίπεδο γονιδίων. Επίσης, ασχολείται ερευνητικά με την παραγωγή αντιμικροβιακών ουσιών από οξυγαλακτικά βακτήρια και στη μελέτη του φαινομένου σε επίπεδο γονιδίων.
Επιλεγμένες Δημοσιεύσεις:
  1. Tsouggou N., Slavko A., Tsipidou O., Georgoulis A., Dimov S.G., Yin J., Vorgias C.E., Kapolos J., Papadelli M. and Papadimitriou K. (2024) Investigation of the Microbiome of Industrial PDO Sfela Cheese and Its Artisanal Variants Using 16S rDNA Amplicon Sequencing and Shotgun Metagenomics. Foods, 13 (7), 1023. https://doi.org/10.3390/foods13071023
  2. Govari Μ., Kafentzi Μ-C., Pavlidis D., Tsouggou N., Pemaj V., Slavko A., Drosinos E., Koliadima A., Skandamis P., Kapolos J., Papadelli M. and Papadimitriou K. (2024) «Antimicrobial proteins and peptides as a promising weapon to promote food safety under the One Health approach». In: Smithers, G.W. (Ed.), Encyclopedia of Food Safety, vol. 3. Elsevier, Academic Press, pp. 510-530
  3. Tsoungos A., Pemaj V., Slavko A., Kapolos J., Papadelli M. and Papadimitriou K. (2023) The Rising Role of Omics and Meta-Omics in Table Olive Research. Foods, 12, 13783. https://doi.org/10.3390/foods12203783
  4. Dalakleidi K.V., Papadelli M., Kapolos I. and Papadimitriou K. (2022) Applying Image-Based Food-Recognition Systems on Dietary Assessment: A Systematic Review. Advances in Nutrition, 13(6):2590-2619, https://doi.org/10.1093/advances/nmac078  
  5. Tzavaras D., Papadelli M. and Ntaikou I. (2022) From milk kefir to water kefir: assessment of fermentation processes, microbial changes and evaluation of the produced beverage. Fermentation, 8: 135.