A Note on Shapley Value and Fair Gain-sharing Value

This note considers two existing cooperative solutions that reflect the contributions of the players – the Shapley value and the fair gain-sharing value. Given the asymmetry of the players, a crucial requirement for an acceptable cooperation solution is that it has to reflect the contributions of the players. Five aspects of these two solutions are analyzed. They are: the overage of types of games, the computation time, the avoidance of arbitrary equal sharing, the contributions measured, and the underlying optimization process.

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Publication Details

Journal
International Game Theory Review
Published
2026-05-02
DOI
https://doi.org/10.1142/s0219198926500118
Primary Topic
Game Theory and Voting Systems
Type
article
Field-Weighted Citation Impact
0.00
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article

A Note on Shapley Value and Fair Gain-sharing Value

David W. K. Yeung, Leon A. Petrosyan
International Game Theory Review
Game Theory and Voting Systems
article

A Note on Shapley Value and Fair Gain-sharing Value

David W. K. Yeung, Leon A. Petrosyan
article en

Abstract

This note considers two existing cooperative solutions that reflect the contributions of the players – the Shapley value and the fair gain-sharing value. Given the asymmetry of the players, a crucial requirement for an acceptable cooperation solution is that it has to reflect the contributions of the players. Five aspects of these two solutions are analyzed. They are: the overage of types of games, the computation time, the avoidance of arbitrary equal sharing, the contributions measured, and the underlying optimization process.

International Game Theory Review
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Game Theory and Voting Systems
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