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Eliciting Truthful Reports with Partial Signals in Repeated Games
Conference proceeding   Peer reviewed

Eliciting Truthful Reports with Partial Signals in Repeated Games

Yutong Wu, Ali Khodabakhsh, Bo Li, Evdokia Nikolova and Emmanouil Pountourakis
FRONTIERS OF ALGORITHMICS, IJTCS-FAW 2023, v 13933, pp 42-57
01 Jan 2023

Abstract

Computer Science, Theory & Methods Science & Technology Computer Science Technology
We consider a repeated game where a player self-reports her usage of a service and is charged a payment accordingly by a center. The center observes a partial signal, representing part of the player's true consumption, which is generated from a publicly known distribution. The player can report any value that does not contradict the signal and the center issues a payment based on the reported information. Such problems find application in net metering billing in the electricity market, where a customer's actual consumption of the electricity network is masked and complete verification is impractical. When the underlying true value is relatively constant, we propose a penalty mechanism that elicits truthful self-reports. Namely, besides charging the player the reported value, the mechanism charges a penalty proportional to her inconsistent reports. We show how fear of uncertainty in the future incentivizes the player to be truthful today. For Bernoulli distributions, we give the complete analysis and optimal strategies given any penalty. Since complete truthfulness is not possible for continuous distributions, we give approximate truthful results by a reduction from Bernoulli distributions. We also extend our mechanism to a multi-player cost-sharing setting and give equilibrium results.

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UN Sustainable Development Goals (SDGs)

This publication has contributed to the advancement of the following goals:

#7 Affordable and Clean Energy
#9 Industry, Innovation and Infrastructure
#13 Climate Action
#11 Sustainable Cities and Communities

Source: SDGs in the Output

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Computer Science, Theory & Methods
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