ΓΚΙΟΞΑΡΗ ΑΡΙΣΤΕΑ
ΕΠΙΚΟΥΡΗ ΚΑΘΗΓΗΤΡΙΑ (ΘΗΤΕΙΑ)
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
ΤΜΗΜΑ ΕΠΙΣΤΗΜΗΣ, ΔΙΑΤΡΟΦΗΣ ΚΑΙ ΔΙΑΙΤΟΛΟΓΙΑΣ - ΚΑΛΑΜΑΤΑ
Ε-mail: a.gioxari (at) uop (dot) gr
Τηλέφωνο: 27210-45-326
Γραφείο: 2.03, 2ος ορ. νέου κτιρίου στον Αντικάλαμο
Ώρες Γραφείου: Δευτέρα: 10.00 - 14.00
Τρίτη, Τετάρτη: 14.00 - 16.00
Website: https://aristeagioxari.info/
Σύντομο Βιογραφικό ΣημείωμαΒΙΟΓΡΑΦΙΚΟ ΣΗΜΕΙΩΜΑΑριστέα Γκιοξάρη, Επίκουρη Καθηγήτρια στο γνωστικό αντικείμενο «Κλινική Διαιτολογία με Έμφαση στον Μεταβολισμό Μακροθρεπτικών συστατικών», Τμήμα Επιστήμης Διατροφής και Διαιτολογίας (ΤΕΔΔ), Πανεπιστήμιο Πελοποννήσου (19/01/2022 - σήμερα)Διεύθυνση: Πανεπιστήμιο Πελοποννήσου, 24100, Αντικάλαμος-ΚαλαμάταΤηλ. επικοινωνίας: 2721045326Email: a.gioxari@uop.grAcademic website: http://nds.uop.gr/meli-dep/Personal website: https://aristeagioxari.info/Orcid link: https://orcid.org/0000-0002-4869-6815ΕΚΠΑΙΔΕΥΣΗ / ΣΠΟΥΔΕΣi. Πτυχίο (08/07/2004): Τμήμα Επιστήμης Διαιτολογίας-Διατροφής, Χαροκόπειο Πανεπιστήμιοii. Μεταπτυχιακές σπουδές (15/09/2006): Εφαρμοσμένη Διαιτολογία-Διατροφή, Χαροκόπειο Πανεπιστήμιοiii. Διδακτορικό δίπλωμα (11/10/2012): Τμήμα Επιστήμης Διαιτολογίας-Διατροφής, Χαροκόπειο Πανεπιστήμιο, με θέμα: "Διατροφική παρέμβαση με σκόνη Μαστίχας Χίου σε ζωικό μοντέλο ΙΦΝΕ (ιδιοπαθής φλεγμονώδης νόσος του εντέρου)"ΕΡΕΥΝΗΤΙΚΟ ΕΡΓΟi. Ερευνήτρια σε 10 χρηματοδοτούμενα εθνικά ερευνητικά έργα (2007 - σήμερα) ii. Ερευνήτρια με υποτροφία ως "Experienced Researcher in Marie Skłodowska-Curie grant, European Union’s Horizon 2020" (30/12/2016 έως 15/01/2018)iii. Ερευνητική συνεργάτιδα (research partner) με το Παενπιστήμιο UWE Bristol του Ηνωμένου Βασιλείου στο έργο "VC CF 2022-23 award" (31/05/22 - σήμερα)ΔΙΔΑΚΤΙΚΟ ΚΑΙ ΔΙΟΙΚΗΤΙΚΟ ΕΡΓΟΔΙΔΑΣΚΑΛΙΑΑκ. έτη 2021 - σήμεραΑνάθεση «Πρακτική Άσκηση Διαιτολογίας II» τα ακ. έτη 2022-23, 2023-24 (22 ECTS)Ανάθεση «Κλινική Διατροφή Ι» τα ακ. έτη 2022-23, 2023-24 (6 ECTS)Ανάθεση «Διατροφή και Μεταβολισμός Μακροσυστατικών» τα ακ. έτη 2022-23, 2023-24 (6 ECTS)Ανάθεση «Διατροφή στα Στάδια της Ζωής» τα ακ. έτη 2022-23, 2023-24 (4 ECTS)Συνανάθεση «Μεθοδολογία της Διατροφικής 'Ερευνας» το ακ. έτος 2022-23 (6 ECTS)Συνανάθεση «Βασικές Αρχές Κλινικής Διατροφής» το ακ. έτος 2022-23 (5 ECTS)Συνανάθεση «Αθλητική Διατροφή» τα ακ. έτη 2022-23, 2023-24 (5 ECTS)Ανάθεση «Νομοθεσία Τροφίμων και Ποτών» το ακ. έτος 2021-22 (2 ECTS)Σύμβουλος Σπουδών φοιτητών/τριών του ΤΕΔΔ ΕΠΙΒΛΕΨΗ ΕΡΓΑΣΙΩΝΑκ. έτη 2021 - σήμεραΑνάθεση Επίβλεψης τριών (3) υποψήφιων διδακτόρων στο ΤΕΔΔΑνάθεση Επίβλεψης δύο (2) μετα-διδακτορικών φοιτητών στο ΤΕΔΔΑνάθεση Επίβλεψης εικοσιτριών (23) πτυχιακών εργασιών φοιτητών στο ΤΕΔΔΜέλος Τριμελούς Συμβουλευτικής Επιτροπής τριών (3) υποψηφίων διδακτόρων στο ΤΕΔΔ Μέλος Επταμελούς Εξεταστικής Επιτροπής σε δύο (2) επιτυχόντες διδάκτορες του Τμήματος Οργάνωσης και Διαχείρισης Αθλητισμού του ΠΑ.ΠΕΛ. Μέλος Τριμελούς Εξεταστικής Επιτροπής σε δύο (2) επιτυχούσες μεταπτυχιακές διπλωματικές εργασίες του Τμήματος Επιστήμης Διαιτολογίας-Διατροφής του Χαροκοπείου ΠανεπιστήμιουΜέλος Τριμελούς Εξεταστικής Επιτροπής σε μία (1) επιτυχούσα μεταπτυχιακή διπλωματική εργασία του Τμήματος Επιστήμης Τροφίμων και Διατροφής του Πανεπιστημίου ΑιγαίουΜέλος Τριμελούς Εξεταστικής Επιτροπής σε δεκαέξι (16) πτυχιακές εργασίες φοιτητών/τριών του ΤΕΔΔΔΙΟΙΚΗΤΙΚΟ ΕΡΓΟΑκ. έτος 2021 - σήμεραΠρόεδρος Επιτροπής Πρακτικής Άσκησης τα ακ. έτη 2022-23, 2023-24Πρόεδρος Επιτροπής Αξιολόγησης Υποψηφιοτήτων Ακαδημαϊκών Υποτρόφων Κατόχων Διδακτορικού Διπλώματος 2023-24Τακτικό μέλος δέκα (10) Επιτροπές του ΤΕΔΔΛΟΙΠΗ ΕΠΑΓΓΕΛΜΑΤΙΚΗ ΕΜΠΕΙΡΙΑΜόνιμη δημόσιος υπάλληλος με την ιδιότητα Κλινικού Διαιτολόγου (κλάδου ΠΕ Διαιτολόγων) στο Γενικό Νοσοκομείο Θεσσαλονίκης "Γ. Γεννηματάς" (28/03/2018 - 18/01/2022)Επόπτρια Πρακτικής Άσκησης στο Τμήμα Επιστήμης Διαιτολογίας-Διατροφής, Χαροκόπειο Πανεπιστήμιο, για την επιστημονική (εποπτική/εκπαιδευτική) υποστήριξη (13/06/2012 - 30/09/2013)ΕΠΙΣΤΗΜΟΝΙΚΕΣ ΔΗΜΟΣΙΕΥΣΕΙΣ ΣΕ ΔΙΕΘΝΗ ΕΓΚΡΙΤΑ ΠΕΡΙΟΔΙΚΑ:- 1215 αναφορές, 19 h-index (Πηγή: Schoolar Google, 19/02/2024)- 51 επιστημονικές δημοσιεύσεις σε διεθνή έγκριτα περιοδικά με κριτέςΔΗΜΟΣΙΕΥΜΕΝΕΣ ΠΕΡΙΛΗΨΕΙΣ ΣΕ ΔΙΕΘΝΗ ΕΓΚΡΙΤΑ ΠΕΡΙΟΔΙΚΑ - 11 δημοσιευμένες περιλήψεις σε διεθνή έγκριτα περιοδικά από τη συμμετοχή σε Διεθνή / Πακγόσμια συνέδρια ΑΝΑΚΟΙΝΩΣΕΙΣ ΣΕ ΔΙΕΘΝΗ / ΠΑΓΚΟΣΜΙΑ ΚΑΙ ΕΘΝΙΚΑ ΣΥΝΕΔΡΙΑ- 31 ανακοινώσεις σε Διεθνή / Πακγόσμια Συνέδρια- 17 ανακοινώσεις σε Εθνικά ΣυνέδριαΔΙΑΤΡΙΒΗ ΚΑΙ ΚΕΦΑΛΑΙΑ ΣΕ ΒΙΒΛΙΑΔιατροφική Παρέμβαση με Σκόνη Μαστίχας Χίου σε ζωικό πρότυπο ΙΦΝΕ (Ιδιοπαθής Φλεγμονώδης Νόσος του Εντέρου), Γκιοξάρη Α. Εθνικό Αρχείο Διδακτορικών Διατριβών (https://www.didaktorika.gr/eadd/handle/10442/33345?locale=el), Αθήνα 2012Phenolic Compounds: bioavailability and health effects. Gioxari A, Kogiannou DAA, Kalogeropoulos N, Kaliora AC (2015). In: Caballero B, Finglas P and Toldrá F (eds.) “The Encyclopedia of Food and Health”, vol. 4, pp. 339-345. Oxford: Academic Press. ISBN: 9780123849472Γενετική προδιάθεση και σωματικό βάρος. Καφύρα Μ, Γκιοξάρη Α (2022). In: Δεδούσης Γ (ed.) “Μοριακή Γενετική του Ανθρώπου”- Έκδοση 1η. Utopia. ISBN-13: 9786185173531ΤΙΜΗΤΙΚΕΣ ΔΙΑΚΡΙΣΕΙΣ - ΒΡΑΒΕΙΑ - ΥΠΟΤΡΟΦΙΕΣΥπότροφος Ιδρύματος Κρατικών Υποτροφιών (ΙΚΥ) για μεταπτυχιακές σπουδές στο εσωτερικό, ύστερα από επιτυχή συμμετοχή σε ειδικούς διαγωνισμούς, (01/11/2005 - 01/11/2008)Υποτροφία Αριστείας Ι.Κ.Υ. Μεταπτυχιακών Σπουδών στην Ελλάδα – Πρόγραμμα Siemens για μετα-διδακτορική έρευνα, με θέμα: "Μελέτη της απορρόφησης & βιοδιαθεσιμότητας των φυτοχημικών της μαστίχας Χίου και του μαστιχελαίου", Χαροκόπειο Πανεπιστήμιο, Τμήμα Επιστήμης Διαιτολογίας-Διατροφής (01/09/2014 - 31/08/2016)"Experienced researcher, Marie Skłodowska-Curie grant, European Union’s Horizon 2020", για το έργο: "An interventional study with a natural product to examine safety and efficacy in NAFLD, MAST4HEALTH, H2020-MSCA-RISE-2015" (30/12/2016 - 15/01/2018)Βραβείο "INC 2018 Call for Open Access Studies" για τη δημοσιευμένη εργασία "The effect of minimal dietary changes with raisins in NAFLD patients with non-significant fibrosis: a randomized controlled intervention" (Food Funct. 2016; 7:4533-4544) από το "International Nut and Dried Fruit Council World Forum of Nutrition Research & Dissemination".Τιμητική επιλογή του άρθρου "Bioavailability of terpenes and postprandial effect on human antioxidant potential. An open-label study in healthy subjects", ως εξωφύλλου (front cover) στο τεύχος 62(3), 2018 του περιοδικού "Molecular Nutrition and Food Research".Μέλος ερευνητικής ομάδας στο πλαίσιο VC CF 2022-23 award από το UWE Bristol για το έργο “Digitally designed 3D printed foods for dysphagia patients”, UWE Bristol, Faculty of Health and Applied Sciences (01/08/2022 - 31/07/2023)Βραβείο καλύτερης αναρτημένης ανακοίνωσης (poster) στο “3rd Food Chemistry Conference: Shaping a healthy and sustainable food chain through knowledge” (Dresden-Germany), Οκτώβριος 2023, με τίτλο: “Development of 3D-printed pea protein-based, nutritious dysphagia-oriented meal. Εkonomou SΙ, Hadnađevb M, Gioxari A, Soed S, Stratakos A Ch”.ΑΚΑΔΗΜΑΪΚΕΣ ΔΡΑΣΤΗΡΙΟΤΗΤΕΣ ΜΕ ΔΙΕΘΝΗ / ΕΘΝΙΚΗ ΑΝΑΓΝΩΡΙΣΗ- Guest Editor σε ειδικά τεύχη διεθνών έγκριτων επιστημονικών περιοδικών- Κριτής σε διεθνή έγκριτα επιστημονικά περιοδικά με συντελεστή απήχησης- Προσκεκλημένη Ομιλήτρια & Μέλος Επιστημονικής Επιτροπής σε Εθνικά συνέδριαΞΕΝΕΣ ΓΛΩΣΣΕΣi. Αγγλικά: Michigan Certificate οf Proficiency, Επίπεδο C2 (Μάρτιος 2003)ii. Γερμανικά: Mittelstufe, Επίπεδο B2 (Ιούνιος 1997)ΕΠΙΜΟΡΦΩΣΗ03/2007: European Commission, Socrates Intensive Programme: "IP Food and Health" (Cluj-Napoca University, Ρουμανία)07/2007: European Commission, Socrates Intensive Programme: "IP Food and Consumer" (Burgos University, Ισπανία)09/2009: Ερευνητικό Κέντρο Βιοϊατρικών Επιστημών Αλέξανδρος Φλέμινγκ, Βάρη, Αττική: "Course of Laboratory Animal Science" - FELASA, CATEGORY C06/2016: Δημοκρίτειο Πανεπιστήμιο Θράκης: "Πρόγραμμα Δια Βίου Μάθησης ΑΕΙ για την Επικαιροποίηση Γνώσεων Αποφοίτων ΑΕΙ (ΠΕΓΑ), Νέες τεχνολογίες, Συστήματα Ασφαλείας και Υγιεινής στην Αλυσίδα Παραγωγής Τροφίμων" (Αθήνα, Αττική)05/2017: Queen Mary University, Λονδίνο: "GCP (Good Clinical Practice) Full Course"06/2017: Queen Mary University, Λονδίνο: "RD014 Project Management for Researchers"2001 - σήμερα: Παρακολούθηση 50 Διεθνών / Παγκόσμιων, Εθνικών Συνεδρίων
Γνωστικό Αντικείμενο: Κλινική Διαιτολογία με έμφαση στο μεταβολισμό μακροθρεπτικών συστατικών [ ΦΕΚ 2938//Γ΄/01-12-2021 ]
Επιστημονικά Ενδιαφέροντα: Α. Η μελέτη της επίδρασης της διατροφής του ανθρώπου, συμπεριλαμβανομένων των διατροφικών προτύπων (όπως της Μεσογειακής Διατροφής), των τροφίμων και των συστατικών της τροφής σε χρόνια νοσήματα, και ιδιαίτερα:στη θρέψη και στη διατροφική κατάσταση των ασθενώνσε βιοδείκτες που σχετίζονται με τη νόσοστον μεταβολισμό των θρεπτικών συστατικών που σχετίζονται με τη νόσοστη φλεγμονή και στο οξειδωτικό στρεςστην κλινική έκβαση της νόσουστην ποιότητα ζωής των ασθενώνΒ. Η ανάδειξη των ευεργετικών (αντιοξειδωτικών, αντιφλεγμονωδών, χημειοπροστατευτικών, πρεβιοτικών) ιδιοτήτων της διατροφής και των συστατικών των τροφίμων στην υγεία και στη νόσοΓ. Μεταγευματική απόκριση των μακροθρεπτικών συστατικών της διατροφής του ανθρώπουΔ. Η μελέτη της βιοδιαθεσιμότητας βιοδραστικών συστατικών των τροφίμωνΕ. Ανάλυση βιολογικών δειγμάτων (ορού, πλάσματος, περιφερικών μονοπύρηνων κυττάρων αίματος, DNA / RNA, ούρων και κοπράνων) για την αξιολόγηση της έκβασης της νόσου, της φλεγμονής και του οξειδωτικού στρεςΣΤ. Προσδιορισμός των βιοδραστικών συστατικών των φυσικών προϊόντων και διερεύνηση του ρόλου αυτών στις μεταβολικές, βιολογικές και βιοχημικές οδούς του οργανισμού