ΒΑΜΒΑΚΑΣ ΣΩΤΗΡΙΟΣ - ΣΠΥΡΙΔΩΝ
ΕΠΙΚΟΥΡΟΣ ΚΑΘΗΓΗΤΗΣ (ΘΗΤΕΙΑ)
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
ΤΜΗΜΑ ΕΠΙΣΤΗΜΗΣ, ΔΙΑΤΡΟΦΗΣ ΚΑΙ ΔΙΑΙΤΟΛΟΓΙΑΣ - ΚΑΛΑΜΑΤΑ
Ε-mail: svamvakas (at) uop (dot) gr
Γραφείο: Νέο Κτήριο, 2ος Όροφος, Γ2.04
Ώρες Γραφείου: Τρίτη, Τετάρτη, Πέμπτη 10:00-13:00
Σύντομο Βιογραφικό Σημείωμα
ΣΠΟΥΔΕΣ
Νοέμβριος 2006: Διδακτορικό (PhD) Βιοχημεία – Μοριακή Βιολογία, Τμήμα Φαρμακευτικής, Σχολή Επιστημών Υγείας, Πανεπιστήμιο Πατρών
Σεπτέμβριος 2001: Μεταπτυχιακό Δίπλωμα Ειδίκευσης (M.Sc.) Εφαρμογές στις Βασικές Ιατρικές Επιστήμες. (Εξειδίκευση: Παθοβιοχημεία), Τμήμα Ιατρικής, Σχολή Επιστημών Υγείας, Πανεπιστήμιο Πατρών
Ιούλιος 1999: Πτυχίο Χημείας, Τμήμα Χημείας, Σχολή Θετικών Επιστημών, Πανεπιστήμιο Πατρών
ΕΠΑΓΓΕΛΜΑΤΙΚΗ ΕΜΠΕΙΡΙΑ
Δεκ. 2023- Σήμερα: Επίκουρος Καθηγητής με γνωστικό αντικείμενο Δομική Βιοχημεία & Ενόργανη Χημική Ανάλυση Βιομορίων, Τμήμα Επιστήμης Διατροφής & Διαιτολογίας, Σχολή Επιστημών Υγείας, Πανεπιστήμιο Πελοποννήσου
2019 – 2022: Επιστημονικός Συνεργάτης (ΠΔ 407/80), Τμήμα Επιστήμης Διατροφής & Διαιτολογίας, Σχολή Επιστημών Υγείας, Πανεπιστήμιο Πελοποννήσου
2021 – 2023: Καθηγητής Δευτεροβάθμιας Εκπαίδευσης
2016 – 2021: Μεταδιδακτορικός Συνεργάτης, Εργαστήριο Νεφρολογικού Κέντρου, Τμήμα Ιατρικής, Σχολή Επιστημών Υγείας, Πανεπιστήμιο Πατρών
2008 - 2019: Επιστημονικός Συνεργάτης, Τμήμα Τεχνολογίας Τροφίμων, Τ.Ε.Ι. Πελοποννήσου
2009 - 2013: Μεταδιδακτορικός Συνεργάτης, Ε.Κ.Ε.Φ.Ε. «Δημόκριτος»
2007 - 2009: Μεταδιδακτορικός Συνεργάτης, Ελληνικό Ινστιτούτο Pasteur
Short CV
EDUCATION
November 2006: Doctorate (PhD) Biochemistry – Molecular Biology, Department of Pharmacy, School of Health Sciences, Patras University
September 2001: Post-Graduate Studies (M.Sc.) Applications in Basic Medical Sciences. (Specialization: Pathobiochemistry) Faculty of Medicine, School of Health Sciences, Patras University
July 1999: Chemistry Degree, Department of Chemistry, School of Natural Sciences, Patras University
PROFESSIONAL EXPERIENCE
Dec. 2023- Today: Assistant Professor Structural Biochemistry & Biomolecules’ Chemical Analysis, Department of Nutrition Science & Dietetics, School of Health Sciences, University of Peloponnese.
2019 – 2022: Adjunct Lecturer, Department of Nutrition Science & Dietetics, School of Health Sciences, University of Peloponnese.
2021 – 2023: Teacher in Secondary Education
2016 – 2021: Post-Doctoral Fellow, Laboratory of Renal Centre, Faculty of Medicine, School of Health Sciences, Patras University.
2008 - 2019: Adjunct Lecturer, Department of Food Technology, Technological Educational Institute of Peloponnese
2009 - 2013: Post-Doctoral Fellow, NCSR. “Democritus”
2007 - 2009: Post-Doctoral Fellow, Hellenic Pasteur Institute
Γνωστικό Αντικείμενο: Δομική Βιοχημεία και Ενόργανη Χημική Ανάλυση Βιομορίων [ ΦΕΚ 2905/Γ΄/06-11-2023 ]
Επιστημονικά Ενδιαφέροντα: Στο ευρύτερο πεδίο της Βιοχημείας, Μοριακής & Κυτταρικής Βιολογίας καθώς και της Βιοχημικής Ανάλυσης εντάσσεται η μέχρι σήμερα ερευνητική μου δραστηριότητα. Ειδικότερα, έχω ασχοληθεί με την μελέτη νευροεκφυλιστικών ασθενειών και ειδικότερα με την πολλαπλή σκλήρυνση (Multiple Sclerosis). Ένας επιπλέον τομέας ερευνητικής δράσης ήταν η διαλεύκανση μηχανισμών κυτταρικής γήρανσης ανθρώπινης προέλευσης μέσω εφαρμογών γενετικής τροποποίησης με τη χρήση ιικών συστημάτων. Με τη χρήση μεθόδων ενόργανης χημικής – βιοχημικής ανάλυσης έχουν γίνει μελέτες δομής και ποιοτικού και ποσοτικού προσδιορισμού μορίων βιολογικού ενδιαφέροντος. Σήμερα τα ερευνητικά μου ενδιαφέροντα εστιάζονται στην αποκάλυψη μηχανισμών μέσω των οποίων αναπτύσσονται παθήσεις εξαιτίας μεταβολικών διαταραχών και όχι μόνο, καθώς και στον προσδιορισμό ομάδων βιοχημικών δεικτών που δύναται να χρησιμοποιηθούν για τον προσδιορισμό της πρόγνωσης – σφοδρότητας των παθήσεων αυτών.
Science Interest: My research activity is focused in the field of Biochemistry, Molecular & Cell Biology as well as Biochemical Analysis. I have been involved in the study of neurodegenerative diseases and specifically in multiple sclerosis. Additionally, another point of research interest was the elucidation of oxidative driven cellular senescence mechanisms in cultured human cells and through their genetic modifications using viral infection systems. Instrumental chemical-biochemical analysis was employed for the structural determination of several molecules as well as for the qualitative and quantitative determination of biomolecules in biological samples. My current research interests are focused on revealing the mechanisms through metabolic disorders can develop several morbidities, as well as, identifying biomarkers that can be used to determine the prognosis - severity of these diseases.