It is shown that the class-preserving automorphism of G of order a power of 2 whose restriction to any Sylow subgroup of G equals the restriction of some inner automorphism of G is necessarily an inner automorphism.
集,证明了如果G的2的方幂阶类保持自同构在G任意的Sylow子群上的限制等于G的某个内自同构的限制,则它一定是一个内自同构。
We prove that every multiplicative local automorphism on an AF C*- algebra A is an automorphism by studying the action of on a matrix sy stem of A.
本文讨论AFC代数中的一些映射的线性性质和它们的局部性质之间的关系,研究AFC代数A上的保持乘法的局部自同构在A中矩阵单位系上的作用,证明了是A上的自同构。
Application research on the chaos synchronization self-maintenance characteristic to secret communication;
混沌同步自保持特性在保密通信中的应用研究