UOP staff
ΝΙΚΟΛΑΪΔΗΣ ΒΑΣΙΛΕΙΟΣ
ΑΝΑΠΛΗΡΩΤΗΣ ΚΑΘΗΓΗΤΗΣ
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
ΤΜΗΜΑ ΛΟΓΙΣΤΙΚΗΣ ΚΑΙ ΧΡΗΜΑΤΟΟΙΚΟΝΟΜΙΚΗΣ - ΚΑΛΑΜΑΤΑ
Ε-mail: v.nikolaidis (at) uop (dot) gr
Γραφείο: Α3 (1ος Όροφος, Παλαιό Κτήριο)
Ώρες Γραφείου: Δευτέρα : 19:00-20:00 , Τρίτη 11:00-12:00 & 14:00-15:00
Σύντομο Βιογραφικό ΣημείωμαΟ Βασίλης Νικολαΐδης είναι αναπληρωτής καθηγητής του Τμήματος Λογιστικής και Χρηματοοικονομικής. Έχει σπουδές στην Επιστήμη Υπολογιστών και διδακτορικό σε εφαρμογές της Αναγνώρισης Προτύπων. Στο παρελθόν έχει δραστηριοποιηθεί τόσο στον ιδιωτικό όσο και στον δημόσιο τομέα. Έχει πληθώρα δημοσιεύσεων σε επιστημονικά περιοδικά, συμμετοχές σε επιστημονικά συνέδρια, έχει επιμεληθεί ένα ακαδημαϊκό σύγγραμμα καθώς και συγγράψει ένα αυτόνομο ακαδημαϊκό σύγγραμμα. Κατά τη διάρκεια της δραστηριοποίησης του στον ιδιωτικό τομέα έχει αναπτύξει εργαλεία λογισμικού και ανάλυσης δεδομένων τα οποία χρησιμοποιούνται από διάφορους δημόσιους και ιδιωτικούς φορείς και αναφέρονται σε πληθώρα ερευνητικών αποτελεσμάτων και δημοσιεύσεων, ενώ συμμετέχει ενεργά στην ανάπτυξη σχετικών εργαλείων ανοιχτού λογισμικού.
Επιστημονικά Ενδιαφέροντα: Μέθοδοι, ανάπτυξη/χρήση εργαλείων λογισμικού και εφαρμογές της Ανάλυσης Δεδομένων, Αναγνώρισης Προτύπων, Μηχανικής Μάθησης, Επιστήμης Δεδομένων
Πλήρες Βιογραφικό Σημείωμα