A class of nonmonotone conjugate gradient methods for nonconvex functions 一类适用于非凸函数的非单调共轭梯度法
On properties of b - preinvex 预不变凸函数的性质
Some convex function inequalities transplanted into geometric convex functions 若干凸函数不等式在几何凸函数中的移植
Asynchronous - parallel pseudo - newtonian algorithm for solving non - convex function minimals 求解非凸函数极小的异步并行拟牛顿算法
Thus , it is easy to see that a function is ( f , ) - convex if it is invex 从而，我们容易知道，如果函数是不变凸的，那么它必然是( f ， ) ?凸函数。
Studies on equivalence of the distribution reduction and the strictly convex function based reduction in decision tables 多元凸函数的连续性及可微性
New sufficient conditions are also given . hanson ( ref . l7 ) introduced the concept of invexity for scalar programming problems Hanson在文献[ 17 ]中引入了可微不变凸函数的概念。
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。
It is showed with the aid of some examples that it is real generalization of the semilocally - subconvex function 并举例说明了它是半局部-次凸函数的真推广，从而是熟知的凸函数， -次凸函数，局部凸函数的推广形式。
First , locally invex set is defined and based on it a class of new generalized convex function called semilocally - subinvex function is defined 摘要首先引入了局部不变凸集的概念，在此基础之上，定义了一类新的广义凸函数一半局部-次不变凸函数。
