1.
A New System of Nonlinear Variational Inclusions Involving Maximal η-monotone Mapping;
含η-极大单调映象的非线性变分包含组
2.
Generalized Nonlinear Fuzzy Quasi-Variational-Like Inclusions Involving Maximal η-Monotone Mappings;
含η-极大单调映象的广义非线性模糊拟似变分包含
3.
Completely Generalized Fuzzy Nonlinear Implicit Quasivariational Inclusion with Maximal η-monotone Mappings;
关于极大η-单调映象的完全广义Fuzzy隐拟变分包含
4.
Maximal Element Problems for the Family of Generalized FC_B-Majorized Mappings in Product FC-Spaces
乘积FC-空间中有关FC_B-优化映象组的极大元问题
5.
Approximation Solutions for Generalized Mulit-Valued Variational-Like Inclusions with(G,η)-Monotone Mappings
带(G,η)-单调映象的广义多值变分包含的逼近解(英文)
6.
Generalized Vector Equilibrium Problems with Pseudomonotone Set-valued Bifunctions in FC-spaces
FC-空间中含伪单调集值映象的广义向量平衡问题(英文)
7.
Common Fixed Point Theorems of Set-Valued Mapping Pair and Single-valued Mapping;
集值映象对与单值映象的公共不动点定理
8.
Common Fixed Point Theorems for a Class of Multi valued and Single valued Mappings;
一类集值映象与单值映象的公共不动点定理
9.
Range of Perturbed Maximal Monotone Operators in Banach Spaces;
Banach空间中极大单调算子扰动的值域
10.
Three-Step Iteration about A-maximal Monotone Framework
基于A-极大单调算子的三步迭代算法
11.
And the astronomy phenomenon that these words reflected are: be in mention of the sun and the time unit "day" ;
此类字反映出的古代天文现象大致有：太阳的运行及时间单位“日”；
12.
Click Scaled-to-Fit to view the entire image.
单击“调整大小”，查看整个图象。
13.
COINCIDENCE AND MINIZATION PROBLEM FOR A COUPLE OF NONLINEAR OPERATORS
一类非线性映象对的重合与极小问题
14.
Likely Limit Sets of a 2~q-Order Single-Valley Feigenbaum s Map;
2~q阶单谷Feigenbaum映射的拟极限集
15.
The concept of set-valued monotone mapping in Linear2- normed space was introduced, several new propositions concerning were obtained.
在线性2-赋范空间中引入了集值单调映象,并得出了几个有关的新命题.
16.
The Approximate Proximal Algorithms for Maximal Monotone Operators in Banach Spaces;
Banach空间中极大单调算子的近似邻近点算法
17.
The generalized degree for compact perturbations of maximal monotone operators and applications;
带紧扰动的极大单调算子的广义度及其应用
18.
Held is also hostile to geometric abstraction, in particular Minimalism, because of its reductiveness and flatness.
赫尔德也讨厌几何的抽象形态，特别是具有抽象艺术性和单调性的极少主义。