q-致光滑Banach空间中带误差项的Mann迭代过程

在q(>2)一致光滑实Banach空间中,运用新的数学分析技巧,给出一类非Lipschitz及非值域有界的Φ强增生映射和Φ强伪压缩映射的带误差项Mann迭代序列的收敛定理,推广并概括了目前一些相应结果.     

关于Z算子的几种常见迭代序列收敛速度的比较

在一般Banach空间中对Picard,Krasnoselskij,Mann,Ishikawa,Noor迭代序列之间的收敛速度进行了比较.设E为任意Banach空间,D为E的闭凸子集,T:D→D为Z算子.对5种迭代序列收敛于不动点T的快慢进行了比较,证明了6个定理.     

q一致光滑Banach空间中带误差项的Mann迭代过程

在q(＞2)一致光滑实Banach空间中,运用新的数学分析技巧,给出一类非Lipschitz及非值域有界的Φ-强增生映射和Φ-强伪压缩映射的带误差项Mann迭代序列的收敛定理,推广并概括了目前一些相应结果.     

q-致光滑Banach空间中非线性φ-强伪压缩映射和强增生映射的Ishikawa迭代过程

在q（≥2）一致光滑的实Banach空间中,研究了一类非Lipschitz,非值域有界的φ－强伪压缩映射和φ－强增生映射的Ishikawa迭代收敛问题,所得结果扩展了该领域目前所有的相关结果,因而在目前更具有一般性和广泛性．     

关于三个非扩张映射收敛于其公共不动点的具误差的三重迭代法

在一致凸Banach空间中,研究了关于三个不同非扩张映射的具误差的三步迭代算法,并在一定条件下证明了此迭代序列收敛于其公共不动点的弱强收敛定理.     

Two-mode squeezed state of nanomechanical resonators

In this paper, we introduce a flexible model for the control and measurement of NAMRs （nanomechanical resonators）. We obtain the free Hamiltonian of the dcSQUID （direct current superconducting quantum interference device） and the interaction Hamiltonian between these two NAMRs and the dc-SQUID by introducing the annihilation and creation operators under the rotating wave approximation. We can treat the mode of the dc-SQUID as a classical field. In the Heisenberg picture, the generation of two-mode squeezed states of two nanomechanical resonators is shown by their collective coordinate and momentum operators.     

Refractive index sensor based on a step index multimode polymer optical fiber with a micro-hole created by a miniature numerical control machine

A compact in-fiber refractive index (RI) sensor based on a step index multimode polymer optical fiber with a micro-hole drilled by a miniature numerical control machine is presented. A good linear relationship between the transmission and RI over a large operating range from 1.335 to 1.475 and a sensitivity of 36 071.43 mV/RIU (RI unit) are found. The relationship between the transmission and the RI of the hole depends on the micro-hole’s diameter and depth. The RI sensor developed in this letter is low-cost, easily fabricated, and capable of continuous measurement.     

Recordset持久性的应用

介绍了ADO对象所提供的Recordset持久性功能、操作方法并举例说明此功能在减少数据库负担方面的应用.     

含(M)型算子的变分不等式解的存在性及应用

中X是自反Banach空间，K是X的有界、闭、凸子集。研究包含（M）型算子的变分不等式问题：A↑f∈X,求u∈K，使（w-f,v-u)≥0，w∈Tu。其中T是一个有限连续．（M）型、有界集值映射。利用KKM映射和Gwinner定理，我们得到了该变分不等式可解性的结果。最后讨论了这样的变分不等式它的应用。     

Winlogon与GINA的交互

本文介绍了Winlogon、GINA以及它们之间的交互.