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An Algorithm for Solving the Optimal Set Partitioning Problem with Constraints on the Centers Location

机译:有中心位置约束的最优集合划分问题的求解算法

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An algorithm for solving the continuous optimal sets partitioning problem with constrains for the centers location, which is based on usage of the optimal partitioning theory from n-dimensional Euclidean space for subsets and Shor’s r-algorithm modification is suggested for solving nonsmooth finite-dimensional optimization problems. The algorithm is illustrated with solving the model tasks using application software.
机译:提出了一种基于中心维约束的连续最优集划分问题的求解算法,该算法基于对n维欧氏空间的子集进行最优划分理论和Shor的r算法修改,以解决非光滑的有限维优化问题。问题。通过使用应用软件解决模型任务来说明该算法。

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