A voting protocol is said to be strongly beta-participatory if for any voter i and any strategy-profile either the outcome is i's preferred one or i has a sincere strategy which would ensure her a better outcome, and VNM-strategy-proof if the set of sincere strategies of each player is a VNM-stable set. It is shown that the proportional lottery modular voting protocol is both strongly beta-participatory and VNM-strategy-proof..
Vannucci, S. (2008). The Proportional Lottery Protocol is Strongly Beta-Participatory and VNM-Strategy-Proof. INTERNATIONAL GAME THEORY REVIEW, 10(2), 195-203 [10.1142/S021919890800187X].
The Proportional Lottery Protocol is Strongly Beta-Participatory and VNM-Strategy-Proof
VANNUCCI, STEFANO
2008-01-01
Abstract
A voting protocol is said to be strongly beta-participatory if for any voter i and any strategy-profile either the outcome is i's preferred one or i has a sincere strategy which would ensure her a better outcome, and VNM-strategy-proof if the set of sincere strategies of each player is a VNM-stable set. It is shown that the proportional lottery modular voting protocol is both strongly beta-participatory and VNM-strategy-proof..
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https://hdl.handle.net/11365/404445