1) strong quasi-invariant convex function
强拟不变凸函数
1.
Through transformation of multi-objective programming problem into a single-objective programming problem and by use of strong pseudo-invariant convex function and strong quasi-invariant convex function,an efficient-solution existence theorem for the multi-objective programming problem(VP) under the Kuhn-Tucher condition is obtained and proven valid.
把多目标规划问题转化为单目标规划问题,利用强伪不变凸函数和强拟不变凸函数,得出了在K-T条件下多目标规划问题(VP)(弱)有效解存在的存在性定理,并给出了相应的证明。
3) prequasi-invex functions
预不变拟凸函数
1.
we remark on the classes of prequasi-invex and semistrictly prequasi-invex functions introduced by Yang X M,Yang X Q and Teo K L.
考虑了由杨新民、杨晓琪教授和Teo在文献[5]中引入的两类新的广义凸函数:预不变拟凸函数和半严格预不变拟凸函数,并得到了它们的3个性质。
2.
A new type of generalized convex functions, termed semistrictly prequasi-invex functions, is discussed in this paper.
获得了半严格预不变拟凸函数的一个充分条件和半严格预不变拟凸函数的新性质。
4) prequasi-invex function
预拟不变凸函数
1.
In this paper,a new type of generalized convex functions—strongly prequasi-invex functions is introduced.
本文引入了一类新的广义凸函数—强预拟不变凸函数。
5) quasi-invex functions
拟不变凸函数
1.
In this paper a new class of generalized convex functions in Banach Space,termed as semistrictly quasi-invex functions,is introduced.
在Banach空间中定义了一种新的广义凸函数——半严格拟不变凸函数。
6) Bs-invex pseudo function
Bs-不变拟凸函数
1.
Some classes of Bs-invex function,Bs-invex quasi function and Bs-invex pseudo function are defined,which generalize some of the present convex functions.
首次引入了Bs-不变凸函数、Bs-不变拟凸函数和Bs-不变伪凸函数等概念,对已有的凸函数进行了推广,并研究了涉及这类函数的一类分式半无限规划的ε-最优性,得到了一些有意义的结果。
补充资料：预拟
1.事先打算。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条