| 1. | A problem about invariant measure in markov processes
过程的一个不变测度问题 |
| 2. | The invariant measure and ergodic limit for skew product markov chains
随机环境中马氏链的分解定理 |
| 3. | The invariant measure and ergodicity of markov chains in random environments
随机环境中的马氏链的不变测度与遍历性 |
| 4. | Existence and uniqueness of invariant measure of jump processes with general state space
一般状态空间跳过程不变测度的存在性和唯一性 |
| 5. | In this paper , we study the invariant measures of a continuous map and a continuous semi - flow on a compact metric space
本文研究了紧致度量空间上连续自映射及连续半流的不变测度。 |
| 6. | In this thesis we analyse this situation . then we normalized the mutual information , which testified an overlap invariant measure , so we use normalized mutual information ( nmi ) as a new similarity measure
通过与其它几种相似性测度的比较，该方法对图像重叠区域的变化具有不变性，从而使配准更具鲁棒性。 |
| 7. | The main results are as follows : ( 1 ) there exists an one - to - one correspondence between the invariant measures of mutually topologically equivalent semi - flows , and there also exists an one - to - one correspondence between the invariant measures of a continuous map and that of its suspended semi - flow
我们证明了如下结论： ( 1 )在拓扑等价的连续半流的不变测度之间以及在连续自映射及其扭扩半流的不变测度之间存在一一对应，并且这对应保持遍历性。 |
| 8. | Let m be a finite / / - invariant measure of q - matrix , as q is totally stable , consists of a single absorbing state or single - instantaneous state , we prove that exists g - processes p ( t ] , in which m be a ^ - invariant measure of p ( t ) , and construct the q - processes p ( t )
第四章致力于p不变测度的研究，设m是q的有限11不变测度，在q是全稳定、单瞬时不可和准保守拟q矩阵，以及含有吸收态的情形，分别证明了存在q过程p t ）使m是po ）的人不变测度，并且都具体构造出q过程 |
| 9. | This thesis is divided into two parts . in the first chapter , the existence of markov chains in random environments is described , and their properties are studied . the concepts of recurrence , transience , - irriducibility and strongly - irriducibility are introduced . the sufficient and necessary condition for recurrence of strongly - irriducible markov chains in random environments is obtained , then some sufficient conditions for recurrence and transiece of markov chains in random environments are given . in the second chapter , some results on the existence of invariant measure of bichains ( xn , tn ) are outlined
全文共分两章，在第一章中，简述了随机环境中马氏链的存在性及其一些性质，介绍了常返性，瞬时性， -不可约，强-不可约等概念，并且得到了具有强-不可约性链常返性判定的充分必要条件，以及在一般情形下链( |
