Generalized increasing - decreasing functions and generalized convexity of the compound functions 递减函数与复合函数的广义凸性
Quasiconvex functions and various generalized convexity of functions play important roles in mathematical programming 拟凸函数及函数的各种广义凸性,在数学规划中起着重要作用。
Under the assuption of - generalized convexity , relative interior is introduced , and a farkas - minkowski type alternative theorem is proved 在-广义锥凸性假设下,引进相对内部,证明了farkas - minkowski型的择一性定理。
This paper discusses four sufficient optimality conditions for nonsmooth continuous - time nonliear multiobjective optimization problems under generalized convexity assumptions 在广义凸性假设下,讨论了非光滑连续时间非线性多目标优化问题的四个最优性充分条件。
Abstract : using the definitions of semi - locally star shaped set and generalized convexity for vector functions . we discuss the existence of efficient solutions for generalized multiobjective programming 文摘:本文利用1中的半局部星状集和向量函数的广义凸性,讨论了一类广义多目标规划有效解的存在性。