PETROPOULOU SMARAGDI
PROFESSOR
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
DEPARTMENT OF AGRICULTURE - KALAMATA
Ε-mail: s.petropoulou (at) uop (dot) gr
Phone: 27210-45-114
Short CVCURRICULUM VITAE Smaragdi P. Petropoulou, PhD Agriculturist Professorat Agricultural Department-Kalamata University of Peloponnese Surname :Petropoulou First name:Smaragdi Father`s name:Panagiotis Nationality : Greek Place of birth :KalamataMessinias Marital status :Μarried Date of birth : 21 April, 1957 Home address: Queen Amalias 12- 24100-KALAMATA Telephone : home: +30 2721 111 799 work: +30 27210 45114 E –mail: s.petropoulou@uop.gr Studies : ▪ Οctober 1975-July 1981: Degree in Agricultural Science (BSc-MSc), Athens, College of Agriculture (present name: Αgricultural University of Athens) ▪ Οctober 1981- February 1986 : Doctor of Philosophy (Ph.D), Wye College, University of London, U.K. My PhD thesis is entitled :Temperature related factors as selection criteria in apple breeding. I did the laboratory part of my work at the fruit breeding department of East Malling Research Station – Maidstone- Kent- England. My PhD studies were funded by the Ministry of Coordination ( present name: Μinistry of Finance) Foreign languages : English, perfect speaking, writing and reading Work history : ▪ 9/6/1986 – 30/9/1986 as Agronomist, Dakoktonias Section Head, Arcadia, Greece. ▪ 22/10/1986 – 30/6/1991 as a teacher at the Technical Professional High School of Tripoli, Arcadia. ▪ 4/3/1991 until 27/5/2019I have been working at the Technological Institute of Kalamata as: 4/3/1991 – 30/6/1992 professor (payed by hour). 1/7/1992-19/12/1996 associate professor 20/12/1996-21/6/2001 professor 22/6/2001 – 16/2/2003 associate professor 17/2/2003 until 27/5/2019 professor at TEI of Peloponnese 28/5/2019 until today professor at University of Peloponnese Marital status : Ι got married in April 1987 with John Karagiannopoulos ( Mining engineer and metallurgist, working for the public corporation of electricity, being on pension to-day) and got two sons. The older one (born in 1988) is an officer of the Hellenic Navy. The younger one (born in 1992) is a civil engineer. Publications : ▪ S.Petropoulou,F.H.Alston.Selection for temperature tolerance. Rep.E.Malling Res. Stn for 1982 (1983). ▪ S.P.Petropoulou.Selection for temperature tolerance.Rep.E.Mal lingRes.Stn for 1983 (1984). ▪ S.P.Petropoulou.Selection for temperature tolerance in apple. Rep.E.MallingRes.Stn for 1984 (1985). ▪ S.P.Petropoulou.Selection for temperature tolerance in apple rootstocks.Rep.E.MallingRes.Stn for 1984(1985). ▪ S.P.Petropoulou, F.H.Alston.Selection for improved climatic a- daptation in apples and pears-preliminary studies.Rep.E.Malling Res.Stn for 1985(1986). ▪ S.P.Petropoulou,F.H.Alston.Crossing and seedling assessment for size control by apple rootstocks. Rep.E.MallingRes.Stn for1985 (1986). ▪ Σ.Πετροπούλου-Καραγιαννοπούλου1989.Παραγωγή νέων ποικιλιών μηλιάς στο Ινστιτούτο East Malling της Αγγλίας. ΓεωργικήΤεχνολογία, Ιαν. 1989, σελ.49-54. ▪ S.P.PETROPOULOU&F.H.ALSTON 1998.Selecting for improved pollination at low temperatures in apple.Journal of Horticultural Science & Biotechnology (1998) 73 (4) 507-512. Lectures : ▪ In 1997 I gave two lectures at the Royal Veterinary and Agricultural University of Copenhagen (KVL) - Denmark.The first one was entitled ¨ Τhe development of pomology in Greece¨ and the other one ¨ Chilling and heat requirement as selection criteria in apple breeding¨. ▪ In 1999 I gave a lecture at the Polytechnic Institute of Viseu - Portugal on the development of pomology in Greece. • In 2011 I gave a lecture at the Suleyman Demirel University of Turkey- Isparta entitled "Pomology in Greece". • In 2020 I gave a lecture in Tegea Arcadia (Κοινωφελές ‘Ιδρυμα Μιχαήλ Ν. Στασινόπουλος-ΒΙΟΧΑΛΚΟ) on the cultivation of walnut tree in Tegea – Problems and Prospects. •In 2022 I gave a lecture in Tegea Arcadia (Κοινωφελές ‘Ιδρυμα Μιχαήλ Ν. Στασινόπουλος-ΒΙΟΧΑΛΚΟ) on the cultivation of apple tree in Tegea – Problems and Prospects. Conference : Ιn 2013 I presented a work at the 26th meeting of the HellenicSociety of Horticultural Science(H.S.H.S) entitled ¨Modern-high density orchards of pome and stone fruit trees¨. Administrative positions : ▪ 1/9/1995-31/8/1998 Head of the Fruit Production Department of the Technological Institute of Kalamata. ▪ In 1998 I applied for a European Programme to the Ministry of Education and Religious Affairs called ¨Programmes of studies-suggrammata¨ which was accepted.I was the scientific supervisor for the completion of this programme. ▪ 1/12/2010- 30/11/2013 Scientific supervisor for the completion of the programme ¨Ρractical exercise of the students of TEI Kalamatas¨, funded by the European Union. During all my career (4/3/1991-April,2023) I was : ▪ Member of various committes ▪ Member of several electorate bodies Teaching meterial: I developed teaching material (which can be found at: e-class uop) for both the theoretical and the practical component of the following courses: • General pomology •Deciduous fruit trees • Εvergreen fruit trees • Olive tree cultivation • Tropical tree crops • Viticulture I revise the above teaching material at regular intervals in order to update it. October, 2023, Kalamata
Science Interest: TREE CROPS