Policy Design for Two-sided Platforms with Participation Dynamics

Jul 1, 2025·
Haruka Kiyohara
Fan Yao
Fan Yao
,
Sarah Dean
· 0 min read
Abstract
In two-sided platforms (e.g., video streaming or e-commerce), viewers and providers engage in interactive dynamics: viewers benefit from increases in provider populations, while providers benefit from increases in viewer population. Despite the importance of such “population effects” on long-term platform health, recommendation policies do not generally take the participation dynamics into account. This paper thus studies the dynamics and recommender policy design on two-sided platforms under the population effects for the first time. Our control- and game-theoretic findings warn against the use of the standard “myopic-greedy” policy and shed light on the importance of provider-side considerations (i.e., effectively distributing exposure among provider groups) to improve social welfare via population growth. We also present a simple algorithm to optimize long-term social welfare by taking the population effects into account, and demonstrate its effectiveness in synthetic and real-data experiments. Our experiment code is available at https://github.com/sdean-group/dynamics-two-sided-market.
Type
Publication
ICML, 2025
publications
Fan Yao
Authors
Assistant Professor

I am an assistant professor in the Department of Statistics and Operations Research (STOR) at UNC Chapel Hill. I received my PhD in Computer Science from the University of Virginia, advised by Haifeng Xu and Hongning Wang. Prior to obtaining my PhD, I spent two years at the University of Chicago and received both my BS and MS in Computational Mathematics from Peking University. My CV is available here.

My research interests include social and ethical aspects of AI, human-centered machine learning, strategic and multi-agent systems, recommender systems and digital platform economy. If you share similar interests, feel free to contact me via email. Prospective students are encouraged to review this before contacting me.

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Current status: ☕️ In Chapel Hill (☕️regular ✈️traveling 🏖vacation ⏳deadline mode)