To study special markov processes with infinitely divisible limit distributions , the characteristic function was used 研究极限分布具有无穷可分性的马氏过程。
In the study of theories of markov processes , there traditionally exist two methods : the probable method and the analytical method 关于markov过程理论的研究,历来有概率方法和分析方法。
The time - variation reliability formula of the existing bridge in its life cycle is deduced based on markov process 基于马尔可夫过程得到体现在用桥梁生命周期内承载力可靠度时变规律的计算公式。
An easily verified sufficient and essential condition which can assure markov processes have limit distributions was given 某类马氏过程具有无穷可分的极限分布,但不是所有的马氏过程均具有无穷可分性。
For the circling moon phase mission , this paper proposes an autonomous optical navigation algorithm using the gauss - markov process and unscented kalman filter 针对绕月轨道段任务,提出了基于高斯-马尔科夫过程和unscented卡尔曼滤波的自主轨道确定方法。
Moreover a sufficient and essential condition ensuring that some special kind of markov process has infinitely divisible limit distributions was given 由此,给出了一个较易验证的保证极限分布存在的充要条件,并对某类特殊形式的马氏过程给出了具有无穷可分的极限分布的充要条件。
Abstract : the present paper presents a new type of extension of markov process , which is , the condition of markov process as well as q process , and the expression of resolvent operator 文摘:提出一种新型的马氏过程延拓,同时给出了这种延拓既是马氏过程又是q过程的条件及预解算子的表达式
In this paper , we have systematically investigated the relations for strictly stationary processes , wide stationary processes , martingales ang markov processes , many interesting results of interest are obtained 摘要系统研究了严平稳过程,宽平稳过程与鞅及马氏过程的相互关系,得到许多有趣的结果。
For the problems arising from the absence of exact dynamics models , the gauss - markov process is used to approximate the un - model acceleration term in the circling orbit dynamics 利用高斯-马尔科夫过程近似绕月探测器的无模型加速度,并利用基于unscented卡尔曼滤波估计了探测器的位置、速度及无模型加速度。
Established the resolution model of the non - markov process associated with the system and the availability of the overall system is determined by a function of the reliability and maintainability of each item 建立相应的非马尔柯夫过程关系模型,确定系统有效性与系统各单元的可靠性和维修性之间的函数关系。