一致光滑空间增生的李普希兹算子的一种迭代过程

把C·E·Chidume定理从Hilbert空间推广到了一致光滑空间.     

Hilbert空间内单调的李普希茨算子的一种逼近方法

证明了Chiduime定理对于Ishikawa迭代也成立。     

Hilbert空间单调的李普希茨算子的一种迭代法

主要研究Hilbert空间单调的李普希茨算子方程求解的一种误差迭代法,其结果推广Mann迭代.     

一致光滑Banach空间中一类值域有界的非线性算子的Ishikawa迭代序列的收敛性

本文研究了一致光滑Banach空间中,一类值域有界的非线性算子的Ishikawa迭代序列的收敛性.     

函数一致连续、绝对连续、李普希兹连续的统一定义

本文证明了李普希兹条件的一个等价命题,从而给出了一致连续、绝对连续函数、李普希兹连续函数的统一定义,从统一定义能十分清楚地看到一致连续函数、绝对连续函数、李普希兹连续函数之间的联系与区别。     

一致光滑Banach空间的严格伪收缩算子不动点的Ishikawa迭代过程

本文改进了文［４］的主要结果定理４．２，将定理４．２从ｐ－一致光滑Ｂａｎａｃｈ空间推广到了一致光滑Ｂａｎａｃｈ空间上。     

Hilbert空间单调的李普希茨算子的一种逼近方法

给出了Hilbert空间单调的李普希茨算子T的方程x+Tx=h的解的逼近方法。     

m-增生算子弱压缩迭代序列的强收敛性

设X为一致光滑Banach空间,设C是X的闭子集,A是m-增生算子,f:C→C是一弱压缩映射,引入关于m-增生算子的弱压缩复合迭代序列,证明了该序列{xn}强收敛于A的一个零点,推广了一些迭代的相关结果.     

局部凸空间的一致凸性与一致光滑性

本文对局部凸空间引进一致光滑、拓扑一致光滑的概念，讨论了局部凸空间的一致凸性[1]与一致光滑性裼 某种对偶关系，证明了：（1）若局部凸空间（E^1,P*)是一致凸的，则局部凸空间（E，P）是一致光滑的；（2）若局部凸空间（E^1,P*)是一致光滑的，则局凸空间（E，P）是一致凸的；（3）亚完备的拓扑一致光滑的局部凸空间是自反的。     

Φ—半压缩算子不动点的迭代逼近方法

引入一类比重要的φ—半压缩算子更为广泛的非线性Φ—半压缩算子。应用具误差的Ishikawa或Mann迭代过程，在更一般的条件下研究了Φ—半压缩算子不动点的收敛性问题和Φ—增生算子方程解的逼近方法。这些结果改进、推广和统一了Chang[3-4],Chidume[5-11],Deng[12],Ding[13-14],Liu[16],Osilike[18-19],Xu[20],Zhou[21]中的相应的结论。     

Exceptional family of elements and the solvability of complementarity problems in uniformly smooth and uniformly convex Banach spaces

INTRODUCTION New topological method in complementaritytheory is now developing. This method is based on thenotion of “exceptional family of elements (EFE)”initially defined in 1991–1993 by G. Isac as “radialfamily of elements”. The name of EFE was given in(Isac et al., 1997), after the authors found a connectionbetween this notion and the topological degree in Rn. We note that after 1997, this notion was extendedto completely continuous fields and to other classes ofm…     

一致凸Banach空间中非扩张映象的Ishikiawa迭代收敛定理

本证明了一致凸Banach空间中非扩张映象的Ishikiawa迭代的一类收敛定理。     

Schools in the making: mapping digital spaces of evidence

In this article, the focus is on educational governing in the making. Drawing on conceptual underpinnings of socio-technical approaches, this implies an interest both on the way in which a sound knowledge base for policy measures is created, as on the distribution of that knowledge through publically available instruments. Governing by evidence only is possible when it relies on concrete instruments, such as feedback reports, publically consultable audits and examples of good practice. Since knowledge-related practices increasingly make use of online tools where knowledge is accessible for each and all, three websites are analysed in a particular way to describe the making of evidence. First, considered as active devices, the websites are analysed as essential components of the governing by evidence: by publishing specific data and information in a particular way, they come to constitute what comes to count as evidence and the way in which it comes to count. By addressing their visitors in a particular way, moreover, they constitute for whom it comes to count as evidence. As such, we argue, it becomes visible that digital spaces of evidence actually make schools real, and, at once, that there are different modes for schools to exist.     

An iterative computation method for interpreting and extending an analytical battery model

Battery models are of great importance to develop portable computing systems, for whether the design of low power hardware architecture or the design of battery-aware scheduling policies. In this paper, we present a physically justified iterative computing method to illustrate the discharge, recovery and charge process of Li/Li-ion batteries. The discharge and recovery processes correspond well to an existing accurate analytical battery model： R-V-W＇s analytical model, and thus interpret this model algorithmically. Our method can also extend R-V-W＇s model easily to accommodate the charge process, The work will help the system designers to grasp the characteristics of R-V-W＇s battery model and also, enable to predict the battery behavior in the charge process in a uniform way as the discharge process and the recovery process. Experiments are performed to show the accuracy of the extended model by comparing the predicted charge times with those derived from the DUALFOIL simulations. Various profiles with different combinations of battery modes were tested, The experimental results show that the extended battery model preserves high accuracy in predicting the charge behavior.