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- q- uniformly smooth Banach space q-一致光滑的Banach空间
- Iteration Approximation with Errors for Zero Point of Accretive Mappings in Real Uniformly Smooth Banach Space 实一致光滑Banach空间中增生映射零点的带误差项的迭代逼近
- The Iteration Scheme with Errors for Zero Point of m-accretive Mappings in Real Uniformly Smooth Banach Space 实一致光滑Banach空间中m增生映射零点的带误差项的迭代格式
- q uniformly smooth Banach space q-致光滑Banach空间
- uniformly smooth Banach space 一致光滑Banach空间
- Solvability and Iterative Construction of Solutions for a Class of K-Positive Definite Operator Equations in Uniformly Smooth Banach Spaces 一致光滑Banach空间中一类K-正定算子方程的可解性及其迭代构造
- uniformly smooth Banach spaces 一致光滑Banach空间
- A CHARACTERIZATION OF A VERY SMOOTH BANACH SPACE 很光滑Banach空间的一个特征
- q-uniformly smooth Banach spaces q一致光滑空间
- Mann Iteration Process with Errors in q-uniformly Smooth Banach Spaces q-致光滑Banach空间中带误差项的Mann迭代过程
- quniformly smooth Banach space q一致光滑Banach空间
- In this paper,we provied equivalent definitions of a normed linear space being uniformly smooth,strongly smooth, very smooth and smooth. 本文给出线性赋范空间是一致光滑的、强光滑的、非常光滑的、光滑的等价定义.
- u-niformly smooth Banach space 一致光滑Banach空间
- In this chapter, some conclusions are extended to the real Banach space under different mappings, and a proof on the equivalence of Mann and Ishikawa iterative processes with errors under the uniformly pseudo-contractive mapping is given. 本章主要在已有结论的基础上,又将某些结论推广至实Banach空间中的不同映射情形下,并且还给出了一个带误差的Mann迭代序列的收敛性与带误差的Ishikawa迭代序列在一致伪压缩映射下的收敛性的等价性定理的证明。
- In this paper,we establish the Mann iteration process with errors for nonexpansive mapping in uniformly convex Banach space,and generalize corresponding results of Reich to the Mann iteration process with errors. 本文首先在一致凸 Banach空间中对非扩张映射讨论了带误差的 Mann迭代过程的一些特性 .;然后将 Reich的相应定理推广到带误差的 Mann迭代过程
- smooth Banach spaces 光滑空间
- Klaus Deimling, Ordinary Equations in Banach Space, Lecture Notes in Mathematics 596, Springer-Verlag, 1977. 郭大钧;孙经先著;抽象空间中的微分方程;山东科学技术出版社.
- The positive solutions of the equations are given by using method of direct structure in the Banach space. 主要从事泛函，微分方程，差分方程、差分方程理论及应用研究。
- The basic technique used in this paper is the fixed point theory for dif-ferential equations in Banach space. 我们也找出弱解存在的最大时间范围，并探讨此解在趋近边界时的行为；此外，我们也证明了解对初值条件的连续性。
- And we get that if the Banach space is separable, then its hyperspace W_k ( X ) and hyperspace W_(kc)( X ) are also separable. 得到了如果原Banach空间为可分的,那么它的超空间W_k ( X )和超空间W_(kc)( X )也是可分的。
