摘要
在对称矩阵内积的基础上建立一系列含矩阵的方程的择一性定理 ,并在此基础上研究以矩阵为决策变量的多目标半定规划的最优性条件。
We will establish a serial of alternative theorems involving matrix equations on the basis of interior product of symmetrical matrix.We will then present the optimality condition about multiobjective semidefinite programming problems in which matrixes are treated as strategy variables.
出处
《贵州大学学报（自然科学版）》
2004年第3期225-232,共8页
Journal of Guizhou University:Natural Sciences
关键词
矩阵内积
择一性
多目标规划
半定规划
最优性条件
interior product of matrix
alternative theorem
multiobjective programming
semidefinite programming
optimality condition
