1) strongly accretive
强增生
1.
Suppose that X is a real Banach space, H:X→X is Lipschitz operator, T:X→X is uniformly continuous with bounded range, H+T is strongly accretive.
设X是实Banach空间,H:X→X是Lipschitz算子,T:X→X是一致连续的且值域有界,H+T是强增生的,则Mann和Ishikawa迭代程序几乎稳定地强收敛到方程Hx+Tx=f的唯一解。
2) Φ-strongly accretive
Φ-强增生
1.
A new class of Φ-strongly accretive operator is introduced,construct Ishikawa iteration process in Banach spaces.
在任意实Banach空间中引入了一类Φ-强增生算子的概念,提出了一个新的带误差的Ishikawa迭代序列,研究了实Banach空间中一类强增生算子方程解的带误差的Ishikawa迭代序列的收敛性问题,这些结果推广和改进了最新文献相应的结果。
3) enhanced biological
生物增强
1.
Study on the biostability of enhanced biological activated carbon for the treatment of micro-polluted raw water
生物增强活性炭处理微污染原水的稳定性研究
4) survivability enhancement
生存性增强
1.
Research of system survivability enhancement;
系统生存性增强技术研究
2.
Research of survivability enhancement algorithm based on autonomous configuration;
基于自主配置的系统生存性增强算法研究
5) strongly accretive mapping
强增生映射
1.
We prove that for a strongly accretive mapping in Lp(P<2)the sequence produced by Mann iterate converges strongly to the unique solution of Tx=f.
本文回答了文献［３］中提出的公开问题，即Ｌｐ（Ｐ＜２）空间中的强增生映射，证明了由Ｍａｎｎ迭代产生的序列强收敛于方程Ｔｘ＝ｆ的唯一解。
2.
A related result is obtained that deals with stability of the Mann iterative process with random errors for the solution of nonlinear equation with strongly accretive mapping.
同时 ,一个与非线性强增生映射方程的迭代解的稳定性相关的结果被获
6) strongly accretive mapping
强增生映象
1.
Under the only assumption of the continuity of strongly accretive mappings, and by virtue of the Holder continuity of th duality mapping Jp given by Prof.
在仅假设强增生映象的连续性下,利用徐宗本教授等人(1991年)给出的对偶映象Jp的Holder连续性,证明了具误差的Mann迭代法强收敛到这类变分包含的唯一解。
2.
Under the only assumption of the continuity of strongly accretive mappings and without the condition βn→0(n→∞), by virtue of the Holder continuity of the duality mapping Jp given by Xu Zong-ben et al.
在仅假设强增生映象的连续性与没有条件βn→0(n→∞)下,利用徐宗本等人给出的对偶映象Jp的Holder连续性,证明了具误差的Ishikawa迭代程序强收敛到这类变分包含的唯一解。
3.
The author presents a related result that the new Ishikawa iterative with errors converges to a solution of the nonlinear equation Tx = f when T is Lipschitz strongly accretive mapping.
本文给出一个新的具误差的 Ishikawa 迭代程序强收敛到 T 的唯一不动点,并给出一个涉 及 Lipschitz 强增生映象 T 的非线性方程 Tx = f 的解的迭代逼近。
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