| Abstract: | We study a fair division problem with indivisible objects such as jobs, houses and one divisible good like money. It is required that each agent be assigned with exactly one object and a certain amount of money. Agents are assumed to have quasi‐linear utilities in money but their reservation values over the objects are private information. A dynamic mechanism is proposed that induces all agents to act honestly rather than strategically and assigns the objects with money to agents efficiently and fairly; at the same time it achieves privacy protection for the agents. |
