序偶 meaning in English
ordered pairs
Examples
- The bounding of frequency of state and state couple in { xn } will establish a good base for other studies
对于序列{ x _ n } ，理论上对其状态和状态序偶出现频率的界定，将对其他的研究奠定一个良好的基础。 - As corollaries , we get the strong law of large numbers for the frequencies of occurrence of states and ordered couple of states for markov chains indexed by a homogeneous tree
作为推论，得到了齐次树指标可列马氏链关于状态和状态序偶出现频率的强大数定律。 - Assuming there is one sequence { xn } , whether the appearing frequency of state and state couple obeys the large - number law is the key of a good coding and encoding method , so this domain is always being a researching emphases for most scholars
假设一个序列{ x _ n } ，其中的状态和状态序偶出现的频率是否遵从大数定律，直接影响到编译码方法的优劣，故这一领域一直是众多学者研究的重点。 - Secondly , definitions of a extended bethe tree , bethe tree and cayley tree are introduced . further , the even - odd markov chain fields and markov chain fields indexed by a extended bethe tree , bethe tree and cayley tree are defined . subsequently the strong limit theorems proved above are applied to the study of all kinds of even - odd markov chain fields and markov chain fields defined above , which both extend the conclusions in [ 30 ] and [ 39 ] and prove a class of strong limit theorems for the even - odd markov chain fields and markov chain fields . as corollaries , we obtain some strong limit theorems for the frequencies of occurrence of states and ordered couples of states for the even - odd markov chain fields and markov chain fields . lastly , some coarse estimates are gained about the state occurrence frequencies for all kinds of even - odd markov chain fields and markov chain fields defined in the paper
然后把前面所证得的一类强极限定理应用到本文中所定义的各种奇偶马尔可夫链场、马尔可夫链场的研究工作中，从而推广了[ 30 ]和[ 39 ]中的结论，获得了本论文中所定义的各种奇偶马尔可夫链场、马尔可夫链场的一类强极限定理。作为这一类强极限定理的推论得到了状态和状态序偶出现频率的一类强极限定理。最后，给出了本论文中所定义的各种奇偶马尔可夫链场、马尔可夫链场上状态出现频率的若干粗略估计。 - A directed balanced incomplete block design ( dbibd ) with order v , block size k and index a , denoted by db ( k , ? ; v ) , is a pair ( x , a ) , where x is a set of v points and a is a collection of transitively ordered k - tuples ( called blocks ) of x , such that each ordered pair of distinct points of x occurs exactly in a blocks
一个阶为v ，指标为及区组大小为k的有向平衡不完全区组设计， db ( k ， ； v ) ，是指一个序偶( x ， a ) ，其中x是一个v元点集， a是x的一族可迁有序k元子集(叫做区组) ，使得x中任意两个相异点组成的有序对恰出现在个区组中。