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Markov chain long run probabilities for estimation of traffic flow

机译:马尔可夫链长期估算交通流量的概率

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Traffic congestion is an important social problem in a past few decades. Prediction of traffic conditions study has recently become increased and gained attention of researchers and significant number of different forecasting method exist in this field because of its vital role played to control the traffic and decision making process. Traffic control is vital in smart cities. This work attempts to find the equilibrium state for traffic volume detection using Markov chain. The proposed approach is demonstrated through a case study. A Markov chain is a stochastic model comprising of a set of states and the conditional probabilities of transition between them. The equilibrium state of a Markov chain denotes the probability of being in each state in the long run. The new proposed approach very useful to know the change of traffic flow in any junction. This method also helpful to the transportation department to know the variation of the traffic in any congested place.
机译:交通拥堵是过去几十年的重要社会问题。 交通状况研究的预测最近变得越来越多,并获得了研究人员的关注,并且在这一领域存在大量不同的预测方法,因为它的重要作用是控制交通和决策过程。 交通控制在智能城市至关重要。 这项工作试图使用Markov链来查找交通量检测的均衡状态。 通过案例研究证明了所提出的方法。 马尔可夫链是一种随机模型,包括一组状态和它们之间的过渡的条件概率。 马尔可夫链的平衡状态表示在长远来看的每个状态的概率。 新的建议方法非常有用,可以了解任何交界处的交通流量的变化。 这种方法还有助于运输部门了解任何拥挤的地方交通的变化。

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