UOP staff
ΤΣΟΥΛΟΣ ΓΕΩΡΓΙΟΣ
ΚΑΘΗΓΗΤΗΣ
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
Ε-mail: gtsoulos (at) uop (dot) gr
Γραφείο: Κάτω Κτήριο, Α19
Ώρες Γραφείου: Τετάρτη 10.00-12.00; Εργαστήριο Ασυρμάτων και Κινητών Επικοινωνιών
Σύντομο Βιογραφικό ΣημείωμαΑποφοίτησε από τη Σχολή Ηλεκτρολόγων Μηχανικών και Μηχανικών Υπολογιστών του ΕΜΠ το 1992, και πήρε το διδακτορικό του από το τμήμα Ηλεκτρολόγων Μηχανικών του πανεπιστημίου του Bristol της Αγγλίας, το 1997. Από το 1994 ως το 1999 ήταν επιστημονικός συνεργάτης και κατόπιν μεταδιδακτορικός HEFCE Research Fellow στο πανεπιστήμιο του Bristol, κύριος ερευνητής σε βιομηχανικά και Ευρωπαϊκά συνεργατικά ερευνητικά προγράμματα στην περιοχή των έξυπνων κεραιών και συστημάτων ΜΙΜΟ για ασύρματες επικοινωνίες. Σε αυτήν την πρωτοποριακή δουλειά και κυρίως στην ανάλυση και πειραματική επίδειξη σε πραγματικά κυψελωτά περιβάλλοντα τεχνικών beamforming, direction finding, optimum combining και της τεχνικής πολυπλεξίας SDMA, έχουν βασιστεί οι τεχνικές προδιαγραφές πολλών προϊόντων και προτύπων για 3G - 4G και έως σήμερα για 5G. Ως το 2002 ήταν στο τμήμα Ασυρμάτων Επικοινωνιών του PA Consulting Group, στο Cambridge της Αγγλίας, όπου δούλεψε για εταιρείες απ'όλο τον κόσμο στην ανάλυση και σχεδίαση προχωρημένων συστημάτων ασυρμάτων επικοινωνιών. Tο 2003-2004 ήταν προσκεκλημένος επιστήμονας από το εξωτερικό, στο Ευρωπαϊκό πρόγραμμα ENTER, του ΕΠΙΣΕΥ, ΕΜΠ. Από το 2005 είναι στο Πανεπιστήμιο Πελοποννήσου, όπου τώρα είναι Καθηγητής στο τμήμα Πληροφορικής & Τηλεπικοινωνιών και διευθυντής στο εργαστήριο ασυρμάτων και κινητών επικοινωνιών (http://wmclab.uop.gr/). Είναι διευθυντής στο μεταπτυχιακό πρόγραμμα 'Προχωρημένα Συστήματα και Δίκτυα Τηλεπικοινωνιών' και στο νεο-ιδρυθέν 'Σύγχρονες Ασύρματες Επικοινωνίες', ενώ ήταν αναπληρωτής πρύτανη έρευνας και ανάπτυξης από το 2013 ως το 2016.
Γνωστικό Αντικείμενο: Συστήματα Ασύρματων και Κινητών Τηλεπικοινωνιών (Φυσικό Επίπεδο) [ ΦΕΚ 996/Γ΄/09-10-2017 ]
Επιστημονικά Ενδιαφέροντα: Έχει δημοσιεύσει 2 βιβλία και έχει συμμετάσχει με κεφάλαια σε 5, ήταν editor σε 2 ειδικά τεύχη του IEEE Communications Magazine σε 'Adaptive antennas and MIMO systems', έχει 4 τεχνικές συνεισφορές σε διεθνή πρότυπα, 160 διεθνείς δημοσιεύεσεις και έχει συγγράψει πάνω από 70 τεχνικές εκθέσεις. Είναι μέλος της συντακτικής επιτροπής σε 4 διεθνή περιοδικά και στο IET Communications Journal, και μέλος τεχνικών επιτροπών σε πανω από 35 συνέδρια την τελευταία δεκαετία. Τα ερευνητικά του ενδιαφέροντα εστιάζουν στα συστήματα ασυρμάτων και κινητών επικοινιών με έξυπνες κεραίες, ΜΙΜΟ-ΜΑΜΙ, UAVs και THz.