ΝΙΚΟΛΑΪΔΗΣ ΒΑΣΙΛΕΙΟΣ
ΑΝΑΠΛΗΡΩΤΗΣ ΚΑΘΗΓΗΤΗΣ
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
ΤΜΗΜΑ ΛΟΓΙΣΤΙΚΗΣ ΚΑΙ ΧΡΗΜΑΤΟΟΙΚΟΝΟΜΙΚΗΣ - ΚΑΛΑΜΑΤΑ
Ε-mail: v.nikolaidis (at) uop (dot) gr
Τηλέφωνο: 27210-45-287
Γραφείο: Α3 (1ος Όροφος, Παλαιό Κτήριο)
Ώρες Γραφείου: Δευτέρα : 18:00-20:00 , Τρίτη 11:00-12:00
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.
Γνωστικό Αντικείμενο: Πληροφορική με έμφαση στη Διαχείριση Δεδομένων [ ΦΕΚ 389/Γ΄/20-03-2019 ]
Επιστημονικά Ενδιαφέροντα: Μέθοδοι, ανάπτυξη/χρήση εργαλείων λογισμικού και εφαρμογές της Ανάλυσης Δεδομένων, Αναγνώρισης Προτύπων, Μηχανικής Μάθησης, Επιστήμης Δεδομένων