Az előadásra hibrid formában kerül sor zoom felületen, illetve személyesen a T 4.23-as KTI szemináriumi szobában 2024.01.18-án, 13.00 órától.
Előadó: Biró Péter
Cím: Optimisation in two-sided matching markets under preferences
Absztrakt: In this talk we will survey the results of four recent research projects, where we applied integer programming approach for solving matching problems under preferences. The first application is the Hungarian university admission, where the standard Gale-Shapley setting is enriched with the presence of ties, lower quotas, common quotas, and paired applications. The second application is the CEMS business project allocation at Corvinus University with special distributional requirements. Then, we present a general cutoff-based solution concept, motivated by an application of distributing funding for PhD-students under two-sided preferences at a university in Sydney. In the last project we studied a new solution concept for the school choice problem that we tested with computer simulations on an Estonian kindergarten admission dataset.
Rövid bio: Péter Biró is a senior research fellow and the head of the Mechanism Design research group of KRTK KTI. He is also an associate professor at Corvinus University of Budapest. His current research, supported also by his second Momentum grant by the Hungarian Academy of Sciences, focuses on the game-theoretical, algorithmic, and optimisation aspects of matching problems under preferences with applications in kidney exchange, school choice, college admissions among other areas.
