PAPAIOANNOU KONSTANTINOS ASSISTANT PROFESSOR (Tenure track)
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
Ε-mail: k.papaioannou (at) uop (dot) gr
Phone: 27410-40-051
Short CVKonstantinos Papaioannou is an Assistant Professor of Political Behaviour at the Department of Political Science and International Relations, University of the Peloponnese. His research interests lie in the fields of political psychology and political behaviour, with a particular focus on the formation of citizens’ political attitudes, the functioning of democracy, and the relationship between citizens and political institutions and parties. His work has been published in leading international academic journals, including Political Psychology, British Journal of Social Psychology, International Political Science Review, British Journal of Psychology, European Journal of Social Psychology, and Acta Politica, among others. He has taught and worked at universities across Europe, including the London School of Economics (UK), Utrecht University (the Netherlands), the Université libre de Bruxelles (Belgium), and Lund University (Sweden), as well as in the United States (University of California, Berkeley). He is the Principal Investigator of the research project “The Age of Post-Truth: Political Parties and Conspiracy Theories” (Hellenic Foundation for Research and Innovation – HFRI, 2026–2028), which is implemented at the Department of Political Science of the Aristotle University of Thessaloniki, where he was awarded his PhD in Political Science. This project builds on his doctoral dissertation (“An Arena of Angry Minds? Uncovering Hidden Relationships: Conspiracy Theories, Populism and Democracy”) and examines conspiracy theories and populism in political discourse, drawing on data from social media platforms (Facebook, Instagram, X/Twitter) through a comparative analysis of European countries. He has worked for several years as a Senior Researcher at the National Centre for Social Research (London, UK), where he led and contributed to research projects funded by the UK government on public attitudes and politics in post-Brexit Britain. These projects also involved the evaluation of public policy programmes and interventions using experimental and quasi-experimental methods, contributing to evidence-based public policy decision-making (e.g. British Social Attitudes). He is also the elected Chair of the Early Career Committee of the International Society of Political Psychology (ISPP).
Scientific Interests: Political Psychology, Political Behaviour, Experimental Research Designs, Democracy and Political Attitudes, Populism, Political Communication and Social Media
Selected publications: - Papaioannou, K., Slewe, S., Pantazi, M., & van Prooijen, J. W. (2025). “Dissatisfied democrats, but democrats nonetheless?” Unravelling the democratic paradox between populism and preference for alternative political systems. Political Psychology.
- Papaioannou, K. & Pantazi, M. (2025). “Please Reduce the Gap! How Psychological Distance to Politics Fuels Belief in Conspiracy Theories”. British Journal of Social Psychology.
- Papaioannou, K., Pantazi, M., & van Prooijen, J. W. (2025). The ‘sour grapes’ of conspiracy theories: how does the emotion of ressentiment predict conspiracy beliefs? Acta Politica, 1-27.
- Papaioannou, K. (2025). ‘Sour grapes and the seeds of discontent’: Citizens in ressentiment and the populist surge. International Political Science Review, 01925121241309925.
- Papaioannou, K., Pantazi, M., & van Prooijen, J. W. (2024). Rejection of the status quo: Conspiracy theories and preference for alternative political systems. British Journal of Social Psychology, 63(4), 2077-2099.
- Papaioannou, K., Pantazi M. & van Prooijen, J. W. (2023b), Is Democracy under Threat? Why Belief in Conspiracy Theories predicts Autocratic Attitudes. European Journal of Social Psychology, 53(5), 846-856
- Papaioannou, K., Pantazi, M., & van Prooijen, J. W. (2023a). Unravelling the relationship between populism and belief in conspiracy theories: The role of cynicism, powerlessness and zero‐sum thinking. British Journal of Psychology, 114(1), 159-175
- Pantazi, M., Papaioannou, K., & van Prooijen, J. W. (2022). Power to the people: The hidden link between support for direct democracy and belief in conspiracy theories. Political Psychology, 43(3), 529-548.