The shapley value for games on matroids: the dynamic model (Q1396933)

In a previous article [ibid. 53, 333--348 (2001; Zbl 1062.91014)], the authors have defined a static Shapley value, which is a Shapley value of a cooperative game with a coalition structure given by a matroid. In the present paper they define a dynamic Shapley value depending on some type of recursive sequence of static models on a matroid. The authors prove that this dynamic value is the unique value satisfying axioms analogously to the classical Shapley value.