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Fuzzy-Petri-net reasoning supervisory controller and estimating states of Markov chain models

机译:模糊培养净推理监管控制器与马尔可夫链模型的估算

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Markov chain models are efficient tools for representing stochastic discrete event processes with wide applications in decision and control. A novel approach to fuzzy-Petri-net reasoning generated solution to initial or another state in Markov-chain models is proposed. Reasoning is performed by a fuzzy-Petri-net supervisory controller employing a fuzzy-rule production system design and a fuzzy-Petri-net reasoning algorithm, which has been developed and implemented in C++. The reasoning algorithm implements calculation of the degrees of fulfilment for all the rules and their appropriate assignment to places of Petri net representation structure. The reasoning process involves firing active transitions and calculating degrees of fulfilment for the output places, which represent propositions in the knowledge base, and determining of fuzzy-distributions for output variables as well as their defuzzified values. Finally, these values are transferred to assign the state of Markov-chain decision model in terms of transition probabilities.
机译:马尔可夫链模型是代表在决策和控制的广泛应用随机离散事件过程的有效工具。一种新颖的方法来模糊Petri网推理生成的溶液到初始或马尔可夫链模型另一个状态被提出。推理是通过采用一种模糊规则生产系统的设计和模糊Petri网推理算法,其已被开发并在C ++实现的模糊Petri网监督控制器执行。度履行的理由的算法执行计算的所有规则及其相应的分配到Petri网表示结构的地方。推理过程包括焙烧活动的转变,并计算满足度为输出的地方,它们表示在知识库命题,以及用于输出变量以及它们的去模糊化的值的模糊分布的确定。最后,这些值传送到分配在转移概率方面马尔可夫链决策模型的状态。

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