Partially Altruistic Players in (w,τ)-Strategic Form Noncooperative Games

In this paper, we introduce a model of noncooperative individuals with partially altruistic behavior, called [Formula: see text]-strategic form game. Each individual has a target to reach and supports the social well-being using the strategies allowed by his target. So, the behavior of individuals is between being fully selfish and being fully altruistic. An equilibrium of such a model, called [Formula: see text]-equilibrium, is a strategy profile where each individual cannot improve the social well-being using unilateral deviations allowed by his target. We give examples that illustrate the [Formula: see text]-equilibrium and compare it with previous altruistic equilibrium concepts. Finally, we provide sufficient conditions for the existence of [Formula: see text]-equilibria.

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Publication Details

Journal
International Game Theory Review
Published
2025-11-07
DOI
https://doi.org/10.1142/s0219198925500161
Primary Topic
Game Theory and Applications
Type
article
Field-Weighted Citation Impact
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article

Partially Altruistic Players in (w,τ)-Strategic Form Noncooperative Games

Vincenzo Scalzo
International Game Theory Review
Game Theory and Applications
article

Partially Altruistic Players in (w,τ)-Strategic Form Noncooperative Games

Vincenzo Scalzo
article en

Abstract

In this paper, we introduce a model of noncooperative individuals with partially altruistic behavior, called [Formula: see text]-strategic form game. Each individual has a target to reach and supports the social well-being using the strategies allowed by his target. So, the behavior of individuals is between being fully selfish and being fully altruistic. An equilibrium of such a model, called [Formula: see text]-equilibrium, is a strategy profile where each individual cannot improve the social well-being using unilateral deviations allowed by his target. We give examples that illustrate the [Formula: see text]-equilibrium and compare it with previous altruistic equilibrium concepts. Finally, we provide sufficient conditions for the existence of [Formula: see text]-equilibria.

International Game Theory Review
University of Naples Federico II (IT)
Openalex Percentile: Top 61%
Game Theory and Applications
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