Formation methods of stably effective compromises in multiagent multicriterial systems on the basis of stable and effective control

The methods are considered to obtain stably effective compromises in multiagent multicriterial systems on the basis of combined scalar and vector equilibriums, coalition equilibriums for the Pareto-solution regions on the basis of "threads and counter-threads", utility allocation Shapley division points "ideal point" and r-equilibrium approaches. Detailed comparative analysis of approaches to the compromise problem is performed. The conditions are studied to obtain the stably effective compromise with regard for the vector index structure of a multiagent multicriterial system when the stable and the effective solutions agree. On the basis of the preferential notions of conflictness degree the closeness conditions of stable and effective solutions with antagonistic core in the vector index of a multiagent multicriterial system, are analysed. An example of stably effective compromise in the flying vehicle control problem, is given.