Interdependent information in distribution of cost sets

Abstract

The objective of this article was to present the systemization and presentation of fundamental concepts and use of Game Theory as applied to distribution of cost sets, in the form of an interdependent information distribution. Mathematical formalization of the principal classical concepts involved in finding game solutions is made, along with presentation of an example that illustrates its application to the problem of distribution of cost sets. One product of the research was that it systematically bringing together the groups of concepts that deal with solving game problems, from which derive all the concepts found in current texts. The article presents the solution concepts for so-called cooperative games by means of the concept of objection and counter-objection, in a way that shows that these can be seen as a process of negotiation. Last but not least, results and discussion points for further investigation are discussed.