GEORGIOS PAPAGIANNAKIS
ASSISTANT PROFESSOR (Tenure track)
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
DEPARTMENT OF ECONOMICS - TRIPOLI
Ε-mail: papagiannakis (at) uop (dot) gr
Website: https://www.gpapagiannakis.com/
Short CV
Giorgos Papagiannakis is an Assistant Professor of Entrepreneurship and Sustainability at the University of Peloponnese (Greece). His research interests are in the areas of Corporate Social Responsibility, Entrepreneurship, and Innovation. He is a member of the Editorial Review Board at the Journal of Business Research. His work appears in the Journal of Management Studies, Journal of Business Ethics, Harvard Business Review and British Journal of Management among others. He has participated in numerous projects as a researcher and business consultant.
Scientific Interest:
Corporate Social Responsibility, Entrepreneurship, Innovation