USE OF ARTIFICIAL INTELLIGENCE ELEMENTS IN PREDICTIVE PROCESS MANAGEMENT

Marta Blahová
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Abstract

Predictive process control is a method of regulation suitable for controlling various types of systems, which is based on the idea of using the prediction of future system behavior and its optimization. Normally, a system model is used to predict behavior, and therefore it is necessary for the correct function of predictive control to make its correct selection and determine its parameters so that the controlled system is described as accurately as possible. Another advantage of predictive control is the possibility of including signal restrictions directly in the controller. The result is the application of some elements of artificial intelligence in suitable areas of predictive control, especially the use of simple evolutionary algorithms in optimization and neural networks as nonlinear models. One of the chapters of the article describes the possibilities of using these elements. It is proved that in addition to classical optimization algorithms, it is also possible to use simple evolutionary algorithms for optimization of prediction, while the computational complexity can be comparable depending on the type of solved problem and settings. The article describes a suitable selection of model systems with slow dynamics, their derivation, and the creation of nonlinear models in the form of scalable neural networks. The potential advantage of this approach for the control of systems that are difficult to describe or for the control of systems whose mathematicalphysical description is not known. The chapter of the article also deals with the possibility of using the found models on real systems and determining the necessary conditions and requirements for their application.
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在预测流程管理中使用人工智能元素
预测过程控制是一种适用于控制各种类型系统的调节方法,它基于对未来系统行为的预测及其优化的思想。通常,系统模型是用来预测行为的,因此,预测控制的正确功能必须正确选择和确定其参数,以便尽可能准确地描述被控系统。预测控制的另一个优点是可以在控制器中直接包含信号限制。结果是人工智能的一些元素在预测控制的适当领域的应用,特别是在优化中使用简单的进化算法和神经网络作为非线性模型。本文的一章描述了使用这些元素的可能性。证明了除了经典的优化算法外,也可以使用简单的进化算法进行预测优化,而计算复杂度可以根据所解决问题的类型和设置进行比较。本文描述了慢动力学模型系统的合适选择,它们的推导,以及以可扩展神经网络的形式创建非线性模型。这种方法的潜在优势是控制难以描述的系统或控制数学物理描述未知的系统。文章的第二章还讨论了在实际系统中使用这些模型的可能性,并确定了应用这些模型的必要条件和要求。
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