In 2020, Ioannis Caragiannis started as Professor in the Computational Complexity and Game Theory research group at the Department of Computer Science
At the department, Ioannis will follow and expand his research agenda at the interface of computer science and economics. Specific problem areas include fair division, with a focus on new fairness concepts for allocations of indivisible items and their computational complexity, multi-winner voting rules and their use as simple algorithms for decision-making, and the design and analysis of machine learning tasks that are robust to strategic behaviour of data providers. These are indicative examples of a modern toolset the algorithm designer should have available today. Ioannis plans to extensively disseminate this toolset to students and young colleagues as part of an effort to nurture a new generation of algorithm designers at AU.
Before joining Aarhus University, Ioannis was a faculty member at the University of Patras (since 2006). His research interests include the design and analysis of algorithms, economics and computation, and foundations of machine learning and artificial intelligence. His teaching experience includes core courses on algorithms and computational complexity and advanced electives or graduate courses on algorithmic game theory, online computation, approximation algorithms, and more. He has published more than 160 papers in conference proceedings, scientific journals, and books and has participated in basic research projects funded by the European Commission and the Greek state. He regularly serves as a program committee member in conferences at the interface of theoretical computer science, artificial intelligence, and economics, such as the ACM Conference on Economics and Computation (EC) and the AAAI Conference on Artificial Intelligence (AAAI). Currently, he is the organizer and program co-chair of the 14th International Symposium on Algorithmic Game Theory (SAGT) that will take place in Aarhus in September 2021.
In a nutshell, his most important achievements are the following: