In a tdma system , a discrete group of digits transmitted by a single earth station 在时分多址系统中,由地面站传送的一个分立数字组。
This thesis is concerned with the dynamics of discrete group actions , especially we are interested in zd actions 本文考虑离散群尤其是z ~ d作用的动力性质。
In chapter 1 , we introduce some background of the dynamical system of discrete group actions and the main results in this thesis 第一章,介绍了离散群作用动力系统的一些背景及本文的主要结论。
In order to optimize all fields in calculation , the method of discrete group with random , random cross operation and variation operation was adopted 但由于采用随机交叉和变异操作,优化结果始终是发散的。
In the past twenty years , toeplitz operators denned on discrete groups have been investigated by many mathematicians such as a . nica [ 7 ] m . laca [ 4 ] [ 16 ] " , i . raeburn [ 5 ] etc . the main object of this paper is , based on clarifying the induced ideals , to show that some toeplitz algebras are purely infinite provided that a certain condition is satisfied 在过去的几十年中,许多数学工作者(例如a . nica , m . laca , i . raeburn等)都对定义在离散群上的toeplitz代数作了深入而且广泛的研究。本文的主要目的是通过对相关toeplitz代数的诱导理想的刻划来研究toeplitz代数的纯无限性质。