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半局部锥凸多目标规划最优性条件
OPTIMALITY CONDITIONS OF SEMILOCALLY CONE-CONVEX,MULTIOBJICTIVE PROGRAMMING
【摘要】 本文给出了向量函数的半可微,半局部锥凸等定义,并讨论了这类半局部锥凸多目标规划的几何型、F.J.型和K.T.型最优性条件。
【Abstract】 This paper gives the definitions of semi-derivatives, semilocally cone-convex,semilocally cone-pseudconvex, semilocal cone-quasiconvex for vector functions and discussesthe geometric form optimality conditions, the Frity John optimality conditions the Kuhn-Tucker optimality conditions, in semilocally cone-convex multiobjictive programmings
【关键词】 局部星状集;
半可微;
半局部锥凸;
半局部锥伪凸;
半局部锥拟凸;
【Key words】 locallyly star shaped set; semi-derivatives; semilocally cone-cnvex; semilocally cone-pseudconvex; semilocally cone-quasivonvex;
【Key words】 locallyly star shaped set; semi-derivatives; semilocally cone-cnvex; semilocally cone-pseudconvex; semilocally cone-quasivonvex;
- 【文献出处】 南昌大学学报(理科版) ,Journal of Nanchang University(Natural Science) , 编辑部邮箱 ,1993年03期
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