UOP staff
ΛΥΚΟΣΚΟΥΦΗΣ ΙΩΑΝΝΗΣ
ΛΕΚΤΟΡΑΣ (ΘΗΤΕΙΑ)
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
ΤΜΗΜΑ ΓΕΩΠΟΝΙΑΣ - ΚΑΛΑΜΑΤΑ
Ε-mail: i.lykoskoufis (at) uop (dot) gr
Τηλέφωνο: 27210-45-138
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Ο Δρ. Ιωάννης Λυκοσκούφης είναι Λέκτορας στο τμήμα Γεωπονίας του Πανεπιστημίου Πελοποννήσου. Είναι απόφοιτος του τμήματος Φυτικής Παραγωγής του Γεωπονικού Πανεπιστημίου Αθηνών, κάτοχος μεταπτυχιακού και διδακτορικού διπλώματος από το τμήμα Αξιοποίησης Φυσικών Πόρων και Γεωργικής Μηχανικής του ιδίου πανεπιστημίου.  Στα ερευνητικά του ενδιαφέροντα εστιάζονται: «Αειφορική Γεωργία και Παραγωγή Τροφίμων», «Χρήση Ανανεώσιμων Πηγών Ενέργειας στη Γεωργία», «Management of the greenhouse environment», «Soilless Cultures». Μαζί με άλλους ερευνητές έχει δημοσιεύει 12 εργασίες σε διεθνή επιστημονικά περιοδικά. Έχει συμμετάσχει ως ερευνητής σε 12 ερευνητικά προγράμματα , ενδεικτικά αναφέρονται: «Ανάπτυξη Αειφορικού Συστήματος καλλιέργειας στο θερμοκήπιο, για την αποφυγή της προσβολής των φυτών από ασθένειες με αξιοποίηση Ανανεώσιμων πηγών ενέργειας», «Έξυπνη θερμοκηπιακή μονάδα με αυτοματοποιημένη χρήση των Ανανεώσιμων Πηγών Ενέργειας», «Αειφορία και Αριστοποίηση της Επεξεργασίας και της Χρήσης Υγρών Αποβλήτων στη Γεωργία», «Σύστημα Διαχείρισης της υπεριώδους ακτινοβολίας στο θερμοκήπιο για τη βελτίωση της παραγωγής και της ποιότητας των παραγόμενων προϊόντων και επιδράσεις του στη θρέψη των φυτών».

Short CV

Dr Lycoskoufis Ioannis is a lecturer, Department of Agriculture of the University of the Peloponnese. He studied successfully to undergraduated studies, Department of Crop Sciences of the Agricultural University of Athens and postgraduated studies (MSc and PhD), Department of Natural Resources & Agricultural Engineering of the Agricultural University of Athens, as well. Dr Lycoskoufis research focused on Sustainable Agriculture and Food Production, Renewable Energy Sources, Management of the Greenhouse Environment, and Soilless Cultures. He has participated in the publication of 9 papers in international scientific journals and participated to 9 research programs, such as “Sustainable system development of culturing in greenhouse for avoiding plant diseases implementing renewable energy sources”, “Intelligent greenhouse unit based in automated usage of renewable energy sources”, “Sustainability and optimization of process and use of liquid wastes in agriculture”, “A system of ultraviolent radiation management in a greenhouse for the yield and quality improvement of the agricultural products and their effects to plant nutrition”.

Επιστημονικά Ενδιαφέροντα:

Τεχνητό Περιβάλλον Θερμοκηπίου

Υδροπονικά Συστήματα και Υδροπονικές Καλλιέργειες

Αειφορική Γεωργία

Science Interest:

Greenhouse Environment

Hydroponics

Soilless Cultures

Sustainable Agriculture