不可约性 meaning in Chinese
irreducibility
irreduciblity
Examples
- On the irreducibility and reducibility on maximum genus of graphs
关于图的最大亏格的可约与不可约性 - ( 2 ) stochastic theory and other correlative theories are used to analyze iga , and the immune extend population sequence formed by iga is proved to be an aperiodic irreducible ergodic markov chain . next , the global convergence of iga is proved
2 、利用随机过程理论及相关理论对免疫遗传算法进行分析，证明了由免疫遗传摘要算法形成的扩展免疫种群序列的强马尔可夫性，同时还进行了不可约性、非周期性、遍历性等性质的研究。 - This paper consists of five parts . in the first chapter the markov chains in random environment are defined and some properties of the markov in random environment are studied . in the second chapter , we study the existence properties of minimal closed sets and give some conditions for existence of minimal sets . by closed set , in the conditions of - irreducible markov chains , we study x ' s recurrence i . e , spread the conclusion for theory of classics markov chains . in the fourth chapter , we study criteria of e and classify criteria . in the fifth chapter , the weak crgodicity of x ' s and when does c1 = c are studied
在第一章，定义了随机环境中的马氏链并给出了一些基本性质。在第二章，研究了平稳环境中马氏链的闭集及最小闭集，部分的回答了orey未解决的开问题。在第三章，以闭集作为研究手段，在-不可约性的前提下，对单链( - 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(