1) strict convex/ABS algorithm
严格凸/ABS算法
2) strictly convex operator
严格凸算子
1.
The strictly convex operator and smooth operator are defined, it is shown that if T * is smooth operator, T is strictly convex operator and if T * is strictly convex operator, T is smooth operator.
定义了严格凸算子和光滑算子,证明了若T*是严格凸算子,则T是光滑算子;若T*是光滑算子,则T是严格凸算
3) ABS algorithm
ABS算法
1.
A modified ABS algorithm for solving singular nonlinear systems with rank one defect;
一种修正的求解一类奇异非线性方程组的ABS算法(英文)
2.
The application of ABS algorithm in Karmarkar s algorithm;
ABS算法在Karmarkar算法中的应用
3.
Preliminary numerical experiments showed that there is some improvements comparing with the original nonlinear ABS algorithm.
给出了非线性方程组分量方程的一种非线性度量 ,根据这种度量 ,提出了求解非线性方程组的一种改进的 ABS算法 ,用该算法将较少的计算量用于非线性程度较低的分量方程 ,将较多的计算量用于非线性程度较高的方程。
4) ABS method
ABS算法
1.
In this paper, a vector ABS method is given for solving huge and sparse system by using ABS algorithm.
在基本ABS算法的基础上 ,利用ABS算法的特性给出了一类求解大型稀疏问题的向量式ABS算法 ,克服了原ABS算法中修正投影矩阵带来的运算量及存贮量大等缺点 ,讨论了算法的收敛性和稳定性 。
2.
In this article, we introduce a linear space( R n,n ) n,n and use it to establish the ABS method for solving a system of matrix equations of the form AX=B.
本文基于一类线性空间 (Rn ,n) n ,n,建立求解A X =B形式的矩阵方程组的ABS算法 。
5) ABS algorithms
ABS算法
1.
s: This paper presents a family of scaling Broyden-ABS algorithms, where the row vertor of Jacobian is updated by a variation of scaling Broydens formulae.
提出了一组尺度化的Broyden-ABS算法。
2.
In 1984, Abaffy, Broyden and Spedicato developed a kind of pro-jection algorithms for linear and nonlinear equations-ABS algorithms.
1984年,由Aabby,Broyden及Spedicato[23][28]提出了一类用于求解线性方程组与非线性方程组的投影算法—ABS算法。
3.
In 1984, Abaffy, Broyedn and Spedicato developed a kind of projection algorithms for linear and nonlinear equations—ABS algorithms.
1984年,Aabby、Broyden及Spedicato共同研究开发了一类用于求解线性方程组与非线性方程组的投影算法——ABS算法。
6) ABS-type algorithm
ABS型算法
补充资料:凸凸
1.高出貌。
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