本文阐述了离散时间点过程理论，时变马尔科夫链及鞅差分序列在城市交通车队状态观测器中的应用。
This paper presents some applications of discrete - time point process theory, time - varying Markov chain and Martingle difference in urban traffic computer-based control systems.
本文提出设计可控自回归滑动平均过程(CARMA)的离散时间模型参考自适应控制新方法。
A new method is suggested in this paper for design discrete-time Model Reference Adoptive control (MRAc) for controlled Auto-regressive Moving Average (CARMA) processes.
研究了离散时间系统的变结构控制综合及动态过程品质控制；
The design of variable structure control(VSC) of discrete-time systems and their quality control of the dynamical processes are studied.
考虑在可数背景状态下，时间离散的拟生灭过程(QBD过程)平稳分布的尾概率的渐近态。
We consider asymptotic behaviors of stationary tail probabilities in the discrete time quasi-birth-and-death (QBD) process with a countable background state space.
利用齐次离散时间马尔可夫链模型描述了大地震沿一条活动断裂带的迁移过程。
A homogeneous discrete-time Markov chains model is used to characterize migration of large earthquakes along an active fault zone.
调度模型采用离散微分动态规划法进行求解，不但缩短了求解时间，而且计算得到的最优泄量过程较均匀，减小了下游的洪灾风险。
Discrete differential dynamic programming (DDDP) was employed for solving the model rapidly, and the optimal discharge was uniform so that it can reduce the risk of flood disaster relatively.
应用考虑全粘着条件的前滑模型，通过离散化处理计算楔形段轧制过程时间；
Using the forward slip model with the adhesion condition, the taper rolling time can be calculated by discrete treatment.
为了更好地刻画良性蠕虫的传播过程，采用了离散时间模型。
In order to better characterize the propagation of benign worm, this paper adopted a discrete-time model.
为了更好地刻画良性蠕虫的传播过程，采用了离散时间模型。
In order to better characterize the propagation of benign worm, this paper adopted a discrete-time model.
应用推荐