数学规划的可拓解

Extension Solution of Mathematical Programming

应用物元理论，研究如何在保证数学规划总体最优值不变的前提下，调整各局部利益，得出使各局部均可接受的决策方案。此方法在宏观和微观经济决策中将有应用价值。

he matter element therory has been used for readjusting each partial interest when the global optimum is fixed.The decisions that can be accepted by all parts are made.The method could be used in the economic decision.