ΜΑΚΡΗΣ ΗΛΙΑΣ
ΚΑΘΗΓΗΤΗΣ
ΠΡΟΕΔΡΟΣ ΤΜΗΜΑΤΟΣ ΛΟΓΙΣΤΙΚΗΣ ΚΑΙ ΧΡΗΜΑΤΟΟΙΚΟΝΟΜΙΚΗΣ
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
ΤΜΗΜΑ ΛΟΓΙΣΤΙΚΗΣ ΚΑΙ ΧΡΗΜΑΤΟΟΙΚΟΝΟΜΙΚΗΣ - ΚΑΛΑΜΑΤΑ
Ε-mail: i.makris (at) uop (dot) gr
Τηλέφωνο: 27210-45-159
Γραφείο: Παλαιό κτίριο, γραφείο Α5
Ώρες Γραφείου: Τρίτη 10:00 - 12:00 - (Για καθορισμό συνάντησης στις ώρε γραφείου, παρακαλώ επικοινωνήστε προηγουμένως στο i.makris@go.uop.gr)
Σύντομο Βιογραφικό Σημείωμα
1. Σπουδές:
Πτυχίο: Οικονομικών
Επιστημών.
Διδακτορικό: Διοίκηση Επιχειρήσεων
2. Διδακτική Εμπειρία στην τριτοβάθμια
εκπαίδευση:
Σύνολο 18 έτη (2005-2023). Εκ των οποίων:
- 8 έτη
είναι και σε μεταπτυχιακά προγράμματα σπουδών
- 8 έτη
(2015-2023) στο Ελληνικό Ανοικτό Πανεπιστήμιο
3. Συμμετοχή σε εθνικά και ευρωπαϊκά
ερευνητικά προγράμματα:
Σύνολο 13 έτη: Επιστημονικός Υπεύθυνος (6 έτη) & Μέλος
Ερευνητικής ομάδας (6 έτη)
4. Γενική Επαγγελματική Εμπειρία: Σύνολο
24 έτη.
Μέλος ΔΕΠ: 15 έτη, Ερευνητής: 6 έτη, Υπάλληλος ΙΔΑΧ: 2 έτη
5. Θέσεις
Ευθύνης (2008-2023):
Έχω διατελέσει Πρόεδρος τμήματος, Διευθυντής Μεταπτυχιακού
Προγράμματος Σπουδών, Επιστημονικός Υπεύθυνος Μονάδας Καινοτομίας και
Επιχειρηματικότητας
6. Επιστημονικές
Δημοσιεύσεις:
- Σύνολο
(2001 – 2023): 90
Διεθνή Περιοδικά: 37 (4 Q1, 6 Q2, 14 Q3), Διεθνή Συνέδρια: 42
Συλλογικοί τόμοι: 11
- Τελευταία
5ετία (2017-2023): 31
Διεθνή Περιοδικά: 14 (3 Q1, 3 Q2, 7 Q3), Διεθνή Συνέδρια:
15 Συλλογικοί τόμοι: 2
*Η μεγάλη πλειοψηφία των Q1, Q2, Q3 είναι σε Economics,
Business and Econometrics*, απόλυτα συναφή με τις θεματικές ΔΕΟ και ΜΒΑ.
7. Συγγραφικό έργο: Επιστημονική
Επιμέλεια και Μεταφράσεις συγγραμμάτων
Συγγραφή: 1 Ακαδημαϊκό Σύγγραμμα (επιλογή μετά από κρίση
επιτροπής)
Γενική ή μερική επιμέλεια: 4 ακαδημαϊκά συγγράμματα
Οικονομικής θεωρίας (Μικροοικονομική και Μακροοικονομική)
Μετάφραση: 3 Ακαδημαϊκά συγγράμματα Οικονομικής Θεωρίας
(Μικροοικονομικής και Μακροοικονομικής)
**Τα ακαδημαϊκά συγγράμματα είναι στο πεδίο της οικονομικής
ανάλυσης, Μικροοικονομικής και Μακροοικονομικής, απόλυτα συναφή με το γνωστικό
αντικείμενο ων ΔΕΟ και ΜΒΑ**
8. Κριτής σε διεθνή επιστημονικά
περιοδικά:
- Κριτής σε
11 επιστημονικά περιοδικά των mdpi, Inderscience, Springer
- Κριτής σε
διδακτορικές διατριβές, University of Newcastle, School
Business and Law, Australia
Μέλος σε άνω των 10 επιστημονικών επιτροπών περιοδικών και
συνεδρίων:
1. Σπουδές:
Πτυχίο: Οικονομικών
Επιστημών.
Διδακτορικό: Διοίκηση Επιχειρήσεων
2. Διδακτική Εμπειρία στην τριτοβάθμια
εκπαίδευση:
Σύνολο 18 έτη (2005-2023). Εκ των οποίων:
- 8 έτη
είναι και σε μεταπτυχιακά προγράμματα σπουδών
- 8 έτη
(2015-2023) στο Ελληνικό Ανοικτό Πανεπιστήμιο
3. Συμμετοχή σε εθνικά και ευρωπαϊκά
ερευνητικά προγράμματα:
Σύνολο 13 έτη: Επιστημονικός Υπεύθυνος (6 έτη) & Μέλος
Ερευνητικής ομάδας (6 έτη)
4. Γενική Επαγγελματική Εμπειρία: Σύνολο
24 έτη.
Μέλος ΔΕΠ: 15 έτη, Ερευνητής: 6 έτη, Υπάλληλος ΙΔΑΧ: 2 έτη
5. Θέσεις
Ευθύνης (2008-2023):
Έχω διατελέσει Πρόεδρος τμήματος, Διευθυντής Μεταπτυχιακού
Προγράμματος Σπουδών, Επιστημονικός Υπεύθυνος Μονάδας Καινοτομίας και
Επιχειρηματικότητας
6. Επιστημονικές
Δημοσιεύσεις:
- Σύνολο
(2001 – 2023): 90
Διεθνή Περιοδικά: 37 (4 Q1, 6 Q2, 14 Q3), Διεθνή Συνέδρια: 42
Συλλογικοί τόμοι: 11
- Τελευταία
5ετία (2017-2023): 31
Διεθνή Περιοδικά: 14 (3 Q1, 3 Q2, 7 Q3), Διεθνή Συνέδρια:
15 Συλλογικοί τόμοι: 2
*Η μεγάλη πλειοψηφία των Q1, Q2, Q3 είναι σε Economics,
Business and Econometrics*, απόλυτα συναφή με τις θεματικές ΔΕΟ και ΜΒΑ.
7. Συγγραφικό έργο: Επιστημονική
Επιμέλεια και Μεταφράσεις συγγραμμάτων
Συγγραφή: 1 Ακαδημαϊκό Σύγγραμμα (επιλογή μετά από κρίση
επιτροπής)
Γενική ή μερική επιμέλεια: 4 ακαδημαϊκά συγγράμματα
Οικονομικής θεωρίας (Μικροοικονομική και Μακροοικονομική)
Μετάφραση: 3 Ακαδημαϊκά συγγράμματα Οικονομικής Θεωρίας
(Μικροοικονομικής και Μακροοικονομικής)
**Τα ακαδημαϊκά συγγράμματα είναι στο πεδίο της οικονομικής
ανάλυσης, Μικροοικονομικής και Μακροοικονομικής, απόλυτα συναφή με το γνωστικό
αντικείμενο ων ΔΕΟ και ΜΒΑ**
8. Κριτής σε διεθνή επιστημονικά
περιοδικά:
- Κριτής σε
11 επιστημονικά περιοδικά των mdpi, Inderscience, Springer
- Κριτής σε
διδακτορικές διατριβές, University of Newcastle, School
Business and Law, Australia
Μέλος σε άνω των 10 επιστημονικών επιτροπών περιοδικών και
συνεδρίων:
Γνωστικό Αντικείμενο: Χρηματοοικονομική Ανάλυση με Έμφαση στα Χρηματοπιστωτικά Προϊόντα [ ΦΕΚ 1426/Γ΄/30-11-2018 ]
Επιστημονικά Ενδιαφέροντα: · Financing of SMEs and NTBFs,· Banking and Finance - Financial Innovation · Innovative Process and R&D· Macroeconomics· Firm performance- Sustainable development· Βιώσιμη ανάπτυξη, οικονομικά της ενέργειας, αγροτική και κοινωνική επιχειρηματικότητα