Optimisation in two-sided matching markets under preferences

主讲嘉宾 Péter Biró

报告论文简介:

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.

报告人简介:

Péter Biró是著名的数学家和经济学家，专注于匹配理论研究。他任职于匈牙利经济研究所，是匈牙利科学院正研究员，同时担任Management Science的副编辑。他的研究重点是设计医疗资源分配程序、学校招生和其他资源分配系统的算法。他在Games and Economic Behavior, Artificial Intelligence, and Mathematics of Operations Research等著名期刊上发表了有影响力的论文，同时帮助实施了实际的匹配系统，提高了医疗保健和教育领域的资源分配效率。

活动时间: 2025年10月23日 星期四 上午9:30

活动地点: 金融学院会议室（劝学楼345小会议室）

主办单位: 金融学院、实验经济学实验室

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