Welcome!
I am a 6th-year PhD Candidate in Economics from Northwestern University working on microeconomic theory.
Contact Information
Phone: 773-595-0984
Email: yijunliu2024@u.northwestern.edu
Curriculum Vitae
Job Market Paper
Dynamic Reward Design [paper] [slides]
Abstract: This paper studies a dynamic screening model where a principal hires an agent with limited liability. The agent’s private cost of working is an i.i.d. draw from a continuous distribution. His working status is publicly observable. The limited liability constraint requires that payments remain nonnegative at all times. In this setting, despite costs being i.i.d. and the payoffs being additively separable across periods, the optimal mechanism does not treat each period independently. Instead, it features backloading payments and requires the agent to work in consecutive periods. Specifically, I characterize conditions under which the optimal mechanism either grants the agent flexibility to start working in any period or restricts the starting period to the first. In either case, once the agent begins working, he is incentivized to work consecutively until the end.
Other Papers
Resource Allocation with Midterm Review [paper]
Abstract: A principal allocates resources to an agent with a project of privately known quality. The principal aims at allocating resources to match the project’s quality, while the agent always prefers a higher allocation. In the presence of a midterm review, this paper characterizes the principal’s optimal resource allocation strategy over two periods (before and after the review). Given the time lag between the midterm review and the initial decision-making, the principal should leverage the midterm review information to inform the first-period allocation. Specifically, the optimal first-period allocation aligns with the project’s reported quality, with higher-quality projects receiving more resources. In the second period, the principal adjusts the allocation to reward or penalize the agent based on the midterm review—being more lenient toward lower types and stricter with higher types. This strategy incentives the agent to report truthfully in the first period and maximizes the principal’s expected payoff. The benefits of this levering-information strategy are robust across a wide class of loss functions.
A Theory of GPA Inflation [paper]
Abstract: Based on Bergemann et al. (2015), this paper studies optimal market segmentation under the constraint that only monotone partitions of the type space are allowed. Specifically, consider a setting in which a university observes students’ private types and designs a grading rule to disclose information to employers. For fairness, the grading rule must be a monotone partition, meaning higher types receive higher grades. When the university’s objective is a weighted sum of students’ and employer’s surplus, this paper finds that the optimal grading rule either fully reveals all type information or features coarser partitions for higher types and finer partitions for lower types. The latter structure is optimal when the university places more weight on students’ surplus, providing a theoretical explanation for the GPA inflation observed in practice.
Teaching
Teaching Assistant: Introduction to Applied Econometrics, Microeconomics (1&2), Experimental Economics
Distinguished TA Award, 2022
References
Prof. Jeffrey Ely (Committee Co-Chair)
Prof. Alessandro Pavan (Committee Co-Chair)
Prof. Piotr Dworczak
Prof. Yingni Guo