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Online and Matching-Based Market Design 2023

This short-format program will focus on the design of markets for online platforms, exploiting advances in theoretical computer science, economics and operations research.

market designers, matching theorists, mechanism designers, algorithmic economists, operations researchers, econometricians, auction designers

matching with transferable utility; separable matching estimation; Hylland-Zeckhauser computation hardness; optimal transport for stable matching; reserves and quotas rules; knapsack with strategic investment (XCONE FPTAS); autobidding bid scaling and LP duality; LP duality for cores and imputations; hedonic games and SCC core; matching with costly disclosure; stability in trading networks

titleauthorlength
Algorithmic Mechanism Design with InvestmentPaul Milgrom49m
Shows that many fast approximation algorithms can drop from near‑optimal allocation performance to 0% once strategic investments are allowed, and proves the…
Talk on
Endogenous Market Formation: Theory and Evidence from Chilean College AdmissionsSoohyung Lee32m
Argues that colleges voluntarily form centralized matching when they are comparable in quality and applicant coverage, using a simple two-sided model where an…
Talk
The Intractability of Hylland-Zeckhauser and its AftermathThorben Tröbst36m
The Hylland‑Zeckhauser pseudo‑market produces ex‑ante envy‑free, Pareto‑optimal fractional matchings but equilibria can be irrational and computing them is…
Talk on
Estimating Separable Matching ModelsBernard Salanié27m
Proposes two practical estimators for separable transferable-utility matching: a minimum distance estimator that matches observed cell shares to the model…
Talk
Market Design for Priority-Based Assignment with Distributional ObjectivesAtila Abdulkadiroglu34m
Provides an axiomatic derivation of reserves-and-quotas choice rules for type-specific seats and shows a particular regular reserves-and-quotas rule uniquely…
Talk
Strict Core Stability and Strategy-Proofness for Hedonic Games with Friend-Oriented PreferencesBettina Klaus29m
Shows that the SCC partition of the directed friendship graph is always in the strict core for friend-oriented hedonic games, and the mechanism that outputs…
Talk
Revealed Preferences of One-Sided MatchingAndrew Tai25m
Builds an agent-level directed graph with an arc from each agent to every agent who holds the object that agent receives, then partitions the graph into…
Talk
Stable Matching by Optimal TransportFederico Echenique33m
Introduces a model with aligned preferences (u=v) and uses optimal transport to show concrete links: a family of transport costs c_alpha = (1/alpha)(1−e^{alpha…
Talk
Simple Proofs of Important Results in Market DesignAlvin Roth43m
Sketches of concrete claims and constructive tools: deferred acceptance (DA) is proved verbally to always terminate and yield a man‑optimal stable matching…
Talk
Matching and DisclosureHector Chade32m
Builds a matching model with pre-match costly information and voluntary versus mandatory disclosure, solves for Perfect Bayesian equilibria with stable…
Talk
Auto-bidding, Auctions, and Ad AllocationAranyak Mehta42m
Autobidding agents model targets (e.g., Target CPA) via an integer program relaxed to an LP whose dual yields a simple uniform bid scaling — bid = multiplier ×…
Talk
LP-Duality and the Cores of GamesVijay V. Vazirani45m
LP duality and complementary slackness drive three concrete results: a class of matching-based games with a full core characterization plus polynomial LPs that…
Talk
High Dimensional Calibration for Rational Decision MakingAaron Roth29m
Provides an algorithm that produces d‑dimensional forecasts whose worst‑case bias grows like root t (up to a log factor in the number of events) and runs in…
Talk on
Stability in Tranding NetworksZsuzsanna Jankó42m
Defines trail-stability as immunity to consecutive pairwise deviations along a directed trail and proves existence whenever firms’ choice functions satisfy…
Talk
Complementarities and ExternalitiesThanh Nguyen44m
Proposes a relax-and-round method that converts fractional solutions (LP relaxations, lotteries) into integer outcomes with bounded violations, using Scarf's…
Talk
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