关于Reich的公开问题

设E是具有一致G -可微范数的实Banach空间 ,D是E的非空闭凸子集 ,T :D→D是非扩张映象 ,F(T)非空。设 {αn} ,{ βn}是 [0 ,1]中满足一定条件的两个序列 ,定义压缩映象St:D→D为 :St(z) =(1-t)x tTz , x ,z∈D , n≥ 1,t∈ (0 ,1) .设zt 是St 的唯一不动点 ,若当t→ 1-时 ,{zt}强收敛于某点z∈F(T) .那么 ,Reich序列 {xn}强收敛于某点z∈F(T) .     

Holmes’ front: constructing a new face of battle for America’s Civil War

ABSTRACT

In his seminal study of the changing nature of warfare between Agincourt and the Somme, military historian John Keegan proposed that future historians might consider combatants’ emotions in their assessments of the impact and nature of conflict. Recent years have witnessed the emergence of the history of emotions as an analytical approach, but rarely, if ever, is this directed toward the study of military history, far less the history of insurgencies and counter-insurgencies. This paper examines America’s civil war (1861–1865) as a case study of the ways in which an emotional history approach might illuminate not the physical experiences of but rather the immediate and longer-term reactions to counter-insurgency conflict through a focus on one specific individual, the future Supreme Court Justice Oliver Wendell Holmes, Jr. It proposes that Holmes, whilst not a man of the ranks, nevertheless can reveal the wider ramifications of civil war and its emotional impact, both individually and culturally. As a relatively limited internecine war, one not fought by professional armies but by volunteer forces, America’s civil war highlights the ways in which the soldier’s response points us toward the kind of emotional revolution that has, to date, mainly been located within the European nations.     

NORX算法中非线性组件的移位参数选取准则研究

NORX算法是进入凯撒竞赛第三轮的15个认证加密候选算法之一,该算法的唯一非线性组件由异或、与和移位操作组成.从非线性逼近和循环分析两个密码学性质研究移位参数的选取准则,证明了可变移位函数的非线性逼近概率为三值函数,并得到了移位参数取1时具有最佳的非线性逼近性质;给出了可变移位函数的循环概率表达式,并证明了对于任意非零...