ΤΥΡΟΒΟΛΑΣ ΔΗΜΗΤΡΙΟΣ
ΕΠΙΚΟΥΡΟΣ ΚΑΘΗΓΗΤΗΣ (ΘΗΤΕΙΑ)
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
ΤΜΗΜΑ ΠΛΗΡΟΦΟΡΙΚΗΣ ΚΑΙ ΤΗΛΕΠΙΚΟΙΝΩΝΙΩΝ - ΤΡΙΠΟΛΗ
Ε-mail: d.tyrovolas (at) uop (dot) gr
Office: Κάτω Κτήριο - 1ος Όροφος
Ώρες Γραφείου: Τρίτη 12:00-13:30 & Τετάρτη 16:30-18:00
Short CVΟ Δημήτριος Τυροβολάς (Μέλος IEEE) έλαβε το Δίπλωμα Ηλεκτρολόγου Μηχανικού και Tεχνολογίας Υπολογιστών από το Πανεπιστήμιο Πατρών το 2020 και το Διδακτορικό Δίπλωμα από το Τμήμα Ηλεκτρολόγων Μηχανικών και Μηχανικών Υπολογιστών του Αριστοτελείου Πανεπιστημίου Θεσσαλονίκης το 2024. Από τον Νοέμβριο του 2024 έως τον Οκτώβριο του 2026 εργάστηκε ως Μεταδιδακτορικός Ερευνητής στο Τμήμα Ηλεκτρολόγων Μηχανικών και Τεχνολογίας Υπολογιστών του Πανεπιστημίου Πατρών. Τον Οκτώβριο του 2026 εντάχθηκε στο διδακτικό και ερευνητικό προσωπικό του Πανεπιστημίου Πελοποννήσου, όπου υπηρετεί ως Επίκουρος Καθηγητής στο Τμήμα Πληροφορικής και Τηλεπικοινωνιών.
Είναι μέλος της συντακτικής επιτροπής (Editor) των διεθνών επιστημονικών περιοδικών IEEE Transactions on Communications και IEEE Communications Letters. Έχει διακριθεί ως Εξαίρετος Κριτής (Exemplary Reviewer) του περιοδικού IEEE Wireless Communications Letters το 2021 και του IEEE Communications Letters το 2022, κατατασσόμενος στο κορυφαίο 3% των κριτών. Επιπλέον, το 2025 έλαβε τη διάκριση Εξαίρετου Συντάκτη (Exemplary Editor) του περιοδικού IEEE Communications Letters. Το 2026 ήταν συναποδέκτης του Βραβείου Καλύτερης Φοιτητικής Εργασίας (Best Student Paper Award) στο διεθνές συνέδριο EuCNC & 6G Summit.
Έχει συμμετάσχει στις Επιστημονικές Επιτροπές Προγράμματος (Technical Program Committees – TPCs) διεθνών συνεδρίων, όπως τα IEEE International Conference on Communications (ICC), IEEE Global Communications Conference (GLOBECOM), IEEE Wireless Communications and Networking Conference (WCNC), IEEE International Symposium on Personal, Indoor and Mobile Radio Communications (PIMRC), IEEE Vehicular Technology Conference (VTC-Spring και VTC-Fall), ΙΕΕΕ MECOM, και BalkanCom.
Είναι μέλος της συντακτικής επιτροπής (Editor) των διεθνών επιστημονικών περιοδικών IEEE Transactions on Communications και IEEE Communications Letters. Έχει διακριθεί ως Εξαίρετος Κριτής (Exemplary Reviewer) του περιοδικού IEEE Wireless Communications Letters το 2021 και του IEEE Communications Letters το 2022, κατατασσόμενος στο κορυφαίο 3% των κριτών. Επιπλέον, το 2025 έλαβε τη διάκριση Εξαίρετου Συντάκτη (Exemplary Editor) του περιοδικού IEEE Communications Letters. Το 2026 ήταν συναποδέκτης του Βραβείου Καλύτερης Φοιτητικής Εργασίας (Best Student Paper Award) στο διεθνές συνέδριο EuCNC & 6G Summit.
Έχει συμμετάσχει στις Επιστημονικές Επιτροπές Προγράμματος (Technical Program Committees – TPCs) διεθνών συνεδρίων, όπως τα IEEE International Conference on Communications (ICC), IEEE Global Communications Conference (GLOBECOM), IEEE Wireless Communications and Networking Conference (WCNC), IEEE International Symposium on Personal, Indoor and Mobile Radio Communications (PIMRC), IEEE Vehicular Technology Conference (VTC-Spring και VTC-Fall), ΙΕΕΕ MECOM, και BalkanCom.
Short CV
Dimitrios Tyrovolas (Member, IEEE) received the Diploma (five-year degree) in Electrical and Computer Engineering from the University of Patras, Greece, in 2020, and the Ph.D. degree from the Department of Electrical and Computer Engineering, Aristotle University of Thessaloniki, Greece, in 2024. From November 2024 to October 2026, he was a Postdoctoral Researcher with the Department of Electrical and Computer Engineering, University of Patras. In October 2026, he joined the University of the Peloponnese, where he is currently an Assistant Professor with the Department of Informatics and Telecommunications, Tripoli, Greece.
His research interests focus on digital and wireless communications, next-generation communication networks, and the integration of artificial intelligence (AI) into modern communication systems, with particular emphasis on improving communication quality, reliability, and energy efficiency. Specifically, his research covers intelligent and reconfigurable wireless systems, AI-native networks, applications of large language models (LLMs) in communication networks, emerging antenna technologies, and unmanned aerial vehicle (UAV)-assisted communications. His work also encompasses mathematical modeling, performance analysis, and optimization of communication systems and networks.
He serves as an Editor for IEEE Transactions on Communications and IEEE Communications Letters. He was recognized as an Exemplary Reviewer of IEEE Wireless Communications Letters in 2021 and IEEE Communications Letters in 2022 (top 3% of reviewers), and as an Exemplary Editor of IEEE Communications Letters in 2025. He also co-received the Best Student Paper Award at the EuCNC & 6G Summit in 2026.
He has served on the Technical Program Committees (TPCs) of several international conferences and workshops, including the IEEE International Conference on Communications (ICC), IEEE Global Communications Conference (GLOBECOM), IEEE Wireless Communications and Networking Conference (WCNC), IEEE International Symposium on Personal, Indoor and Mobile Radio Communications (PIMRC), IEEE Vehicular Technology Conference (VTC-Spring and VTC-Fall), ΙΕΕΕ MECOM, and BalkanCom.
Science Interest:
1) Μαθηματική Μοντελοποίηση και Ανάλυση Επίδοσης Τηλεπικοινωνιακών Συστημάτων και Δικτύων
2) Βελτιστοποίηση Ασύρματων Συστημάτων και Δικτύων Επικοινωνιών
3) Εφαρμογές Τεχνητής Νοημοσύνης στις Τηλεπικοινωνίες (AI-native Networks)
4) Εφαρμογές Μεγάλων Γλωσσικών Μοντέλων (LLMs) σε Τηλεπικοινωνιακά Συστήματα
5) Επικοινωνίες Μη Επανδρωμένων Εναέριων Οχημάτων (UAVs/Drones)
6) Τεχνολογίες Προγραμματιζόμενης Ασύρματης Διάδοσης (Reconfigurable Intelligent Surfaces, Pinching Antennas, Fluid Antenna Systems)
Science Interest:
1) Digital and Wireless Communications (5G/6G networks and beyond)
2) Mathematical Modeling and Performance Analysis of Communication Systems
3) Optimization of Wireless Communication Systems
4) AI-Native Wireless Networks
5) Large Language Models (LLMs) for Intelligent Communication System Management
6) Unmanned Aerial Vehicle (UAV)-Assisted Communications and Networks
7) Reconfigurable Intelligent Surfaces/ Pinching Antennas / Fluid-Antenna Systems
Selected publications: