@techreport{ac1df84157194f42972bbabd87fad124,

title = "Egalitarianism in Convex Fuzzy Games",

abstract = "In this paper the egalitarian solution for convex cooperative fuzzy games is introduced.The classical Dutta-Ray algorithm for finding the constrained egalitarian solution for convex crisp games is adjusted to provide the egalitarian solution of a convex fuzzy game.This adjusted algorithm is also a finite algorithm, because the convexity of a fuzzy game implies in each step the existence of a maximal element which corresponds to a crisp coalition.For arbitrary fuzzy games the equal division core is introduced.It turns out that both the equal division core and the egalitariansolution of a convex fuzzy game coincide with the corresponding equal division core and the constrained egalitarian solution, respectively, of the related crisp game.",

keywords = "game theory",

author = "R. Br{\^a}nzei and D.A. Dimitrov and S.H. Tijs",

note = "Pagination: 21",

year = "2002",

language = "English",

volume = "2002-97",

series = "CentER Discussion Paper",

publisher = "Operations research",

type = "WorkingPaper",

institution = "Operations research",

}