1) Generalized Lipschitz condition
广义Lipschitz条件
1.
Iterative Process for Certain Nonlinear Mappings with Generalized Lipschitz Condition;
一类具有广义Lipschitz条件的非线性映象的迭代过程
2) generalized order-Lipschitz-condition
广义序Lipschitz条件
3) generalized Lipschitz
广义Lipschitz
1.
In uniformly smooth Banach spaces,we have studied the convergence problem on the zeros of generalized Lipschitz phi-quasi-accretive operators by Ishikawa iterative sequence.
在一致光滑Banach空间中研究用Ishikawa迭代过程来逼近一类广义LipschitzΦ-拟增生算子方程解的收敛问题。
2.
Let 1<q≤2,suppose T is a generalized Lipschitzian Φ-strongly pseudocontractive self-mapping on a nonempty closed convex subset of a real quniformly smooth Banach space E,and has a fixed point.
设1
3.
The Mann iterative approximation sequences of fixed points and solutions for generalized Lipschitz Φ-pseudocontractive mappings and Φ-accretive operators have been shown that it strongly converges to the unique fixed point and the solution in Hilbert space.
研究了Hilbert空间中广义LipschitzΦ-伪压缩映射的不动点和广义LipschitzΦ-强增生算子方程解的Mann迭代逼近。
4) generalized Lipschitzian
广义Lipschitz
1.
In q uniformly smooth Banach space,the paper studies the converge of Mann iteration for generalized LipschitzianΦ-strong pseudo-contractive and strong accretive mappings and the results improved and extended corresponding results at present.
在q一致光滑Banach空间中,研究了一类广义LipschitzΦ-强伪压缩映射和Φ-强增生映射的Mann迭代收敛问题,所得结果改进和扩展了目前的相关结果。
5) generalized Lipschitzian
广义Lipschitz的
1.
Iterative approximation for solutions of a class of variational inclusions of k-subaccretive type with generalized Lipschitzian mappings
一类具广义Lipschitz的k-次增生型变分包含解的迭代逼近
6) Lipschitz condition
Lipschitz条件
1.
The Lipschitz Condition of a Hilbert-valued Function on the Unit Ball;
单位圆盘上的一类Hilbert值函数的Lipschitz条件
2.
Generalize the Lipschitz condition to the metric space;
Lipschitz条件在度量空间上的推广
3.
Some notes on partial lipschitz condition;
关于局部Lipschitz条件的一点注记
补充资料：Lipschitz积分条件
Lipschitz积分条件
Lipsdnte integral condition
U尹如忱积分条件〔U脚而匕加魄阿“旧击柱门;刀‘四.职yc加哪似犯印目1.刃oel 以积分度量给出的关于函数增长性态的一种限制.称空间L，(a，b)(p笋l)中的函数f在[a，b1上满足具有常数M>O的二>0阶UpschjtZ积分条件，如果对所有h钊0，b一a)，有 {了“，，(一卜，(·)}，己·}”’一;(·)记作f〔LiP、(:，夕)，f〔H二(M)或f任LiP(“，尸)，f〔H二·对于周期函数(以b一a为周期)情形，可类似地定义Li讲ehitZ积分条件，只是不等式(*)中的积分上限b一h必须代之以b.
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