Strategy-Proofness of Worker-Optimal Matching with Continuously Transferable Utility

Ravi  Jagadeesan; Scott Duke Kominers; Ross  Rheingans-Yoo

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Article | Games and Economic Behavior

Strategy-Proofness of Worker-Optimal Matching with Continuously Transferable Utility

by Ravi Jagadeesan, Scott Duke Kominers and Ross Rheingans-Yoo

Abstract

We give a direct proof of one-sided strategy-proofness for worker-firm matching under continuously transferable utility. A new “Lone Wolf” theorem (Jagadeesan et al., 2017) for settings with transferable utility allows us to adapt the method of proving one-sided strategy-proofness that is typically used in settings with discrete transfers.

Keywords: matching; Strategy-proofness; Lone Wolf Theorem; Rural Hospitals Theorem; Mechanism design; Marketplace Matching;

Format: Print

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Citation:

Jagadeesan, Ravi, Scott Duke Kominers, and Ross Rheingans-Yoo. "Strategy-Proofness of Worker-Optimal Matching with Continuously Transferable Utility." Games and Economic Behavior 108 (March 2018): 287–294.

About the Author

Scott Duke Kominers

MBA Class of 1960 Associate Professor of Business Administration

Entrepreneurial Management

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Strategy-Proofness of Worker-Optimal Matching with Continuously Transferable Utility

Abstract

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