Abstract

In the present paper, the same technology suggested by Game Theory is used to offer solutions for three types of quite different applications. A marketing game is derived from a showroom advertising, where the cooperation of patrons determines the supplemental gain by means of game theoretic results.A flow game is derived from the management of a network with several owners, who cooperate to send a flow along the available routes, in order to get a supplemental assignment by means of game theoretic results. A scheduling game is derived from the scheduling of several jobs with a common due date, where the minimal total deviations from the due date, incurring early/late penalties, are shared by the units ordering the jobs, by means of game theoretic results. In the second and third case, the game is generated by a combinatorial algorithm, and in all cases, the problem is to divide fairly the total worth of the grand coalition. The proposed solution may be: the Egalitarian solution, the Egalitarian non separable contribution, the Shapley Value, the Cost Prenucleolus, etc., that is any efficient value may be taken as a solution.

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