UOP staff
LYKOSKOUFIS IOANNIS
ASSISTANT PROFESSOR (Tenure track)
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
Ε-mail: i.lykoskoufis (at) uop (dot) gr
Phone: 27210-45-138
Short CVDr Lycoskoufis Ioannis is an Assistant Professor, 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”.
Science Interest: Greenhouse EnvironmentHydroponicsSoilless CulturesSustainable Agriculture
Selected publications:

Lycoskoufis, I., Kavga, A., Koubouris, G. and Karamousantas, D. 2022. Ultraviolet Radiation Management in Greenhouse to Improve Red Lettuce Quality and Yield. Agriculture 12, 1620. https://doi.org/10.3390/agriculture12101620 

Darras, A.I.,Tsikaloudakis, G., Lycoskoufis, I., Dimitriadis, C., Karamousantas, D. 2020. Low doses of UV-C irradiation affects growth, fruit yield and photosynthetic activity of tomato plants. Scientia Horticulturae, 267, https://doi.org/10.1016/j.scienta.2020.109357

Lycoskoufis, I., Mavrogianopoulos, G., Savvas, D. and Ntatsi, G. 2011. Impact of salinity due to a high concentration of NaCl or to a high concentration of nutrients on tomato plants. Advanced technologies and management towards sustainable greenhouse ecosystems-GreenSys2011. Acta Horticulturae, 952: 689-696.

Lycoskoufis, I. and Mavrogianopoulos, G., 2008: A Hybrid dehumidification system for greenhouses. Acta Horticulturae, 797, 55-60.

I.H. Lycoskoufis, D. Savvas, G. Mavrogianopoulos 2005: Growth, gas exchange, and nutrient status in pepper (Capsicum annuum L.) grown in recirculating nutrient solution as affected by salinity imposed to half of the root system. Scientia Horticulturae 106, Issue 2, 147-161. doi:10.1016/j.scienta.2005.02.022