1) m_accretive operator
m_增生算子
1.
The convergence of the Ishikawa iteration sequences with errors for constructing solutions of m_accretive operator equations is characterized.
设 X是一致光滑Banach空间 ,T :D(T) X→X是具闭的定义域D(T)的m_增生算子· 不经假设值域R(T)有界与对 [0 ,1]中序列 βn 作任何限制 ,就表征了用于构造m_增生算子方程x+Tx =f的解的具误差的Ishikawa迭代序列的收敛性· 而且 ,若T还是局部Lipschitz算子 ,则给出了m_增生算子方程x +Tx=f的逼近解的误差估计
2) accretive operator
增生算子
1.
The influemce of parameter on accretive operator;
参数对增生算子逼近速度的影响
2.
An iterative method is designed to advance the Ishikawa iteration and solve perturbed equations of accretive operators.
主要研究了用迭代法求解增生算子紧扰动方程 。
3.
Some properties of accretive operators in reflexive Banach spaces were studied.
研究了自反Ｂａｎａｃｈ空间中增生算子的一些性质，给出了增生算子为极大增生的充要条件及在有效域内部的稠密集上单值且连续的条件。
3) accretive operators
增生算子
1.
A necessary and Sufficient condition is proved for generalized steepest descent approximation to converge to the zero of m-accretive operators.
使用新的分析技巧研究了对于广义最速下降逼近法收敛到m-增生算子零点的充要条件,所得结果推广了几位作者早期与最近的相应结果。
2.
Explicit iterative methods for the approximation of zeros of accretive operators A:X→2~X is given.
设X是具有Gateaux可微范数的自反Banach空间,对增生算子的零点,给出一个显式迭代逼近算法。
3.
By using Leray-Schauder degree,some results of the eigenvalue problem for accretive operators with compact perturbations are given.
运用Leray-Schauder度的理论研究了带紧扰动的增生算子的特征值问题,并得到了正、负的特征值。
4) A-accretive operator
A-增生算子
1.
By studying the properties of A-accretive operator,the author extends the concept of resolvent operator associated with the H -accretive operator to the new A-accretive operator.
通过研究A-增生算子的性质,延伸了关于H-增生算子的预解算子概念到新的A-增生算子。
5) m-accretive operator
m增生算子
1.
Assuming that the random exterior conditions perturb people s migration,the theories of m-accretive operator and nonlinear semigroup,as the terms included in the nonlinear functional analysis,are applied to der.
在假设随机的外界环境对人口迁移产生扰动的条件下,应用非线性泛函分析理论中的m增生算子理论与非线性半群理论,在A为m增生算子,B为凝聚紧算子的前提下,针对确定型与随机型两种情况研究了具有随机移民扰动的非线性人口发展方程,并获得了该类方程局部解的存在性定理。
6) m-accretive operator
m-增生算子
1.
The Mann iterative approximation of solution for m-accretive operator equations;
m-增生算子方程解的Mann迭代逼近
2.
Iterative approximation of solution for m-Accretive operator equations;
m-增生算子方程解的迭代逼近
3.
The strong convergence theorem of Ishikawa iterative sequences to the unique solution of the equation x + Tx = f is proved,where x ∈X,X is uniformly convex and uniformly smooth real Banach space,T : D(T)?奂X?邛X is m-accretive operator defined on the closed set D(T) of X and its range is a bounded set R(T) of X.
设X是一致凸且一致光滑的实Banach空间,T:D(T),X"X是定义域为闭集D(T),值域为有界集R(T)的m-增生算子,本文证明了Ishikawa迭代强收敛到方程x+Tx=f的唯一解。
补充资料：卵巢间质增生和卵泡膜增生
卵巢间质增生和卵泡膜增生
单纯卵巢间质增生所致双侧卵巢增大，即‘卵巢间质增生’；有黄素化间质细胞者称‘卵泡膜增生’。多发生于绝经后，可能因绝经后下丘脑-垂体功能紊乱，卵巢间质对垂体促性腺激素的一种增生性反应。常伴发糖尿病、高血压、肥胖、和甲状腺功能减退。临床上出现雌激素或雄激素过高现象。可伴子宫内膜增生甚至内膜癌等病变。
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