- The Shapley value, the Proper Shapley value, and sharing rules for cooperative ventures2020 | Faculty of Mathematics and Physics
- The Shapley Value and Related Solution Concepts2011 | Faculty of Mathematics and Physics
- On proper Shapley values for monotone TU-games2015 | Faculty of Mathematics and Physics
- Power Indices - Shapley-Shubik or Penrose-Banzhaf?2004 | Faculty of Social Sciences
- Truncation in the matching markets and market inefficiencyPublication without faculty affiliation
- Limit your applications. Dealing with congested markets in the matching procedure2016 | Faculty of Social Sciences, Faculty of Mathematics and Physics, Centre for Economic Research and Graduate Education
- The effect of time in a multi-dimensional marriage market model2010 | Faculty of Social Sciences, Faculty of Mathematics and Physics, Centre for Economic Research and Graduate Education
- 1-convex extensions of incomplete cooperative games and the average value2023 | Faculty of Mathematics and Physics
- Duality of power in the European parliamentPublication without faculty affiliation
- Fairness and squareness : Fair decision making rules in the EU Council?2009 | Publication without faculty affiliation
- Two-dimensional voting bodies: The case of European Parliament2012 | Faculty of Social Sciences
- A Note on Stepwise Solution Concepts for Two and Three Player Bargaining2017 | Faculty of Mathematics and Physics
- Power indices methodology : decisiveness, pivots and swings2008 | Faculty of Social Sciences, Faculty of Mathematics and Physics
- Power Indices : Pivots or Swings?2004 | Faculty of Social Sciences
- Stepwise bargaining solutions2012 | Faculty of Mathematics and Physics
- New measure of voting power2007 | Faculty of Social Sciences
- New measure of voting powerPublication without faculty affiliation
- Evaluating the Values of Sources in Transfer LearningPublication without faculty affiliation
- Multi-point solution concepts of incomplete cooperative games2022 | Faculty of Mathematics and Physics