This paper deals with multiobjective programming problems with support functions under （G, C, ρ）-convexity assumptions. Not only sufficient but also necessary optimality conditions for this kind of multiobjective p...This paper deals with multiobjective programming problems with support functions under （G, C, ρ）-convexity assumptions. Not only sufficient but also necessary optimality conditions for this kind of multiobjective programming problems are established from a viewpoint of （G, C, ρ）-convexity. When the sufficient conditions are utilized, the corresponding duality theorems are derived for general Mond-Weir type dual program.展开更多
提出基于组件对象模型(COM)技术实现VisualC#与Matlab混合编程的2种方法,一种是通过C#使用Matlab提供的自动化服务,另一种是使用Matlab COM Builder将M语言文件编译成COM组件供C#调用。以地理信息系统中常用的空间插值分析为例给出了这...提出基于组件对象模型(COM)技术实现VisualC#与Matlab混合编程的2种方法,一种是通过C#使用Matlab提供的自动化服务,另一种是使用Matlab COM Builder将M语言文件编译成COM组件供C#调用。以地理信息系统中常用的空间插值分析为例给出了这2种方法的具体实现。对两者进行比较,提出了各自的适用范围。结果表明使用COM技术实现混合编程能充分发挥VisualC#与Matlab各自的特点,提高程序开发和运行效率。展开更多
基金supported by the Natural Science Foundation of Guangdong Province under Grant No.S2013010013101the Science Foundations of Hanshan Normal University under Grant Nos.QD20131101and LZ201403
文摘This paper deals with multiobjective programming problems with support functions under （G, C, ρ）-convexity assumptions. Not only sufficient but also necessary optimality conditions for this kind of multiobjective programming problems are established from a viewpoint of （G, C, ρ）-convexity. When the sufficient conditions are utilized, the corresponding duality theorems are derived for general Mond-Weir type dual program.
文摘提出基于组件对象模型(COM)技术实现VisualC#与Matlab混合编程的2种方法,一种是通过C#使用Matlab提供的自动化服务,另一种是使用Matlab COM Builder将M语言文件编译成COM组件供C#调用。以地理信息系统中常用的空间插值分析为例给出了这2种方法的具体实现。对两者进行比较,提出了各自的适用范围。结果表明使用COM技术实现混合编程能充分发挥VisualC#与Matlab各自的特点,提高程序开发和运行效率。
