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ΑΥΓΕΡΙΝΟΥ ΒΑΣΙΛΙΚΗ
ΑΝΑΠΛΗΡΩΤΡΙΑ ΚΑΘΗΓΗΤΡΙΑ
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
Ε-mail: vasavg (at) uop (dot) gr
Σύντομο Βιογραφικό ΣημείωμαΣπουδές:
MSc Αγροτικής Οικονομίας, Graduate Institute of Development and Applied Economics, University of Reading.PhD, Τμήμα Φυσικής Αγωγής και Αθλητισμού, Πανεπιστήμιο ΘεσσαλίαςMBA, Πανεπιστήμιο ΜακεδονίαςΠτυχίο Οικονομικών Επιστημών, Αριστοτέλειο Πανεπιστήμιο Θεσσαλονίκης
Μαθήματα:
Oικονομικά Αθλητικών ΦορέωνΧρηματοοικονομική ΔιοίκησηΜικροοικονομικήΧρηματοοικονομική Διοίκηση Αθλητικών Οργανισμών και ΕπιχειρήσεωνΜάνατζμεντ & Μάρκετινγκ ΜΚΟ
MSc Αγροτικής Οικονομίας, Graduate Institute of Development and Applied Economics, University of Reading.PhD, Τμήμα Φυσικής Αγωγής και Αθλητισμού, Πανεπιστήμιο ΘεσσαλίαςMBA, Πανεπιστήμιο ΜακεδονίαςΠτυχίο Οικονομικών Επιστημών, Αριστοτέλειο Πανεπιστήμιο Θεσσαλονίκης
Μαθήματα:
Oικονομικά Αθλητικών ΦορέωνΧρηματοοικονομική ΔιοίκησηΜικροοικονομικήΧρηματοοικονομική Διοίκηση Αθλητικών Οργανισμών και ΕπιχειρήσεωνΜάνατζμεντ & Μάρκετινγκ ΜΚΟ
Γνωστικό Αντικείμενο: Οικονομικά Αθλητικών Φορέων [ ΦΕΚ 1392/Γ΄/22-11-2018 ]
Επιστημονικά Ενδιαφέροντα: Περιβαλλοντική βιωσιμότητα στον αθλητισμό, κλιματική αλλαγή, οικονομικά του αθλητισμού, βιώσιμη καινοτομία, βία στον αθλητισμό