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- quniformly smooth Banach space q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 space q-一致光滑的Banach空间
- q-uniformly smooth Banach spaces q一致光滑空间
- 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
- 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
- q uniformly smooth Banach space q-致光滑Banach空间
- uniformly smooth Banach space 一致光滑Banach空间
- u-niformly 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
- smooth Banach spaces 光滑空间
- uniformly smooth Banach spaces 一致光滑Banach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。
- Kohlberg and Tauman have characterized some class of games in pNA, a Banach space of great importance in Nonatomic Game Theory. pNA是无原子对策理论中极其重要的Banach空间,Kohlberg和Tauman已经刻划了pNA中某类对策的特征。
- As an application of this criterion a result about subsequence principle on iterated logarithm law for the case of Banach space of type 2 is given. 作为这一法则的一个有趣应用,给出了2-型空间情形的一个关于叠对数律的子序列原理的结果。
- The existence and uniqueness of the m atrix polynom ial representing a m atrix function are proved by using the lim ittheory in Banach space. 利用Banach 空间的极限理论证明用矩阵多项式表示矩阵函数(收敛的方阵幂级数)的存在性与唯一性.