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FEFES MICHAIL
PROFESSOR
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
Ε-mail: mfefes (at) uop (dot) gr
Phone: 27410-74-991
Short CVMichael Fefes, Ph.D. Michael Fefes was born in Patras, Greece, in 1965. He is currently an Associate Professor of “Legal Regime of Social Economy” at the Department of Social and Educational Policy at the University of Peloponnese, Greece, and lawyer and legal consultant in various areas of Greek and European Union Law, most specifically in the sectors of social economy, energy and agriculture. He received his Ph.D. in European Community Law from the Faculty of Laws, University College London, UK. Prior to his current position, he has served as a teaching fellow at the University of Peloponnese and the University of Ioannina. His most recent professional activities as an Attorney at Law are as follows: Member of the Consultative Committee of Agricultural Bank of Greece Under Special Liquidation. Member (non executive) of the Board of Directors of Hellenic Sugar Industry SA. Legal Counselor (Manager), Legal Department of Piraeus Bank SA. Legal Counselor (Deputy-director), Legal Department of Agricultural Bank of Greece SA. His research interests lie in the sector of social economy focusing basically on non-for-profit sector and the European Co-operative Society. He has published four books and over 40 articles in journals, conference proceedings and collective volumes. He has also participated in international R&D projects. His most recent book is Energy Communities (in Greek), Legal Library, Athens 2019. Greek is his mother tongue, he is a proficient user of English and basic user of German (Grundstufe) and Italian languages.
Science Interest: SOCIAL ECONOMYCO-OPERATIVESEU LAW