Design of Lotteries and Waitlists for Affordable Housing Allocation
summary
Model shows standard waitlists and independent lotteries yield the same matching probability, match-value distribution and expected wait under iid preferences and a continuum population, using a dynamic MDP framework with exit probability delta and geometric versus deterministic offer timings. Introducing participation costs breaks equivalence and a common lottery (one global rank) raises value per match; tradeoff remains with targeting the neediest. Notes: Amsterdam has ~40% social stock, Singapore ~80%, and allowing trades or keeping queue spots improves efficiency.
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chapters (12)
- 0:00Start
- 0:17Design of Lotteries and Waitlists for Affordable Housing Allocation
- 0:39Types of Affordable Housing
- 3:32How is Affordable Housing Allocated?
- 5:58How Should Affordable Housing be Allocated?
- 9:44Model Discrete Time. Each period: 1. New arrivals
- 19:41Matching Rule: Waitlist (lose spot)
- 20:29Matching Rule: Independent Lotteries
- 42:09Common lottery vs independent lotteries? Theorem. A common lottery yields higher value per match for every agent.
- 44:20Targeting need: who matches?
- 46:26What to do?
- 49:16Next step: take to practice!
