The goal of the paper is to introduce a family of values for transferable utility cooperative games that are proportional for two-person games and as well satisfying some combinatorial structure composed by contributions of complementary coalitions or, to less extent, marginal contributions by...

The study of 1-convex/1-concave TU games possessing a nonempty core and for which the nucleolus is linear was initiated by Driessen and Tijs (Methods Oper. Res. 46:395–406, <CitationRef CitationID="CR2">1983</CitationRef>) and Driessen (OR Spectrum 7:19–26, <CitationRef CitationID="CR1">1985</CitationRef>). However, until recently appealing abstract and practical examples of...</citationref></citationref>

The goal of the paper is to introduce a family of values for transferable utility cooperative games that are proportional for two-person games and as well satisfying some combinatorial structure composed by contributions of complementary coalitions or, to less extent, marginal contributions by...

One of the important properties characterizing cooperative game solutions is consistency. This notion establishes connections between the solution vectors of a cooperative game and those of its reduced game. The last one is obtained from the initial game by removing one or more players and by...

The goal of the paper is to introduce a family of values for transferable utility cooperative games that are proportional for two- person games and as well satisfying some combinatorial structure com- posed by contributions of complementary coalitions or, to less extent, marginal contributions...

We introduce a solution concept for cooperative games with transferable utility and a coalition structure that is proportional for two-player games. Our value is obtained from generalizing a proportional value for cooperative games with transferable utility (Ortmann <CitationRef CitationID="CR8">2000</CitationRef>) in a way that parallels...</citationref>