d-分割分権システムの解析

概要

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For large scale systems management, the delegation of the parts of the decision making from the central unit to their sub-systems' units is innevitable phenomena. Consequently, it is natural to decompose the large scale systems into the appropriate scale sub-systems according to their characteristics. In these points of view, the analysis and the theorem concerning to the decentralization systems have been regarded as the important investigation for the management systems as well as the economic systems for these years. In decomposable linear economic models it is generally not possible to decentralize by price alone. The Dantzig-Wolfe procedure delegates weights on basic solutions in addition to the equilibrium prices. In this paper, we present a direct decomposition procedure for decentralization systems where we in addition to prices delegate the allocated resources information. This delegation of the allocated resources in addition to equilibrium prices gives the sub-systems more automy in their decision making. Therefore, we can establish the decentralization systems which have a few adjustment between the central unit and their sub-systems' units in order to reach the global optimum as well as sub-systems' one.
岡山理科大学の論文