We consider cooperative games where the characteristic function is valued in the space of the fuzzy numbers. By using different fuzzy calculation methods to transform the game into a crisp cooperative one, we define and characterize an efficient extension of the Shapley value. This solution is a relevant member of a wider family of more general, fuzzy calculation method dependent extensions of the Shapley value.

An efficient Shapley value for games with fuzzy characteristic function / Mallozzi, Lina; Vidal-Puga, Juan. - In: FUZZY OPTIMIZATION AND DECISION MAKING. - ISSN 1568-4539. - (2025). [10.1007/s10700-025-09461-1]

An efficient Shapley value for games with fuzzy characteristic function

Mallozzi, Lina;
2025

Abstract

We consider cooperative games where the characteristic function is valued in the space of the fuzzy numbers. By using different fuzzy calculation methods to transform the game into a crisp cooperative one, we define and characterize an efficient extension of the Shapley value. This solution is a relevant member of a wider family of more general, fuzzy calculation method dependent extensions of the Shapley value.
2025
An efficient Shapley value for games with fuzzy characteristic function / Mallozzi, Lina; Vidal-Puga, Juan. - In: FUZZY OPTIMIZATION AND DECISION MAKING. - ISSN 1568-4539. - (2025). [10.1007/s10700-025-09461-1]
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11588/1009384
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