1) generalized order-Lipschitz-condition
广义序Lipschitz条件
2) 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
3) order Lipschitz condition
序Lipschitz条件
4) weak order-Lipschitz condition
弱序Lipschitz条件
1.
In this paper, we define the concept of weak order-Lipschitz condition, and study the existence of fixed point of some concave (convex) operators without continuity and compactness conditions in Banach spaces.
引入弱序Lipschitz条件,研究了Banach空间中不具有任何紧性或连续性条件的一类凹(凸)算子不动点的存在性, 得到了新的不动点定理,是某些已有结果的本质改进和推广。
5) quasi_weak order_Lipschitz_condition
拟弱序Lipschitz条件
6) 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。
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.
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参考词条