“Soft” calculation methods in the evaluation objects of complex systems

M. Tsiutsiura, Andrii Yerukaiev, Pavlo Kruk, Oleksii Lysytsin
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Abstract

Today, humanity in its activities quite often interacts with complex systems of economic, transport, construction and many other industries. The complexity of these systems will be manifested in a large number of connections between elements that are connected not only to each other, but also to other subsystems. Each of these industries consists of already well-studied and analyzed systems, such as employee payroll. But, in addition, they also include systems based on a qualitative component that do not yet have a developed mathematical description. Such systems include the influence of the internal climate that unites the members of the organization's team on labor productivity. Scientists have proposed many different approaches to solving this problem based on the use of statistical, differential methods. Even machine learning, which is quite popular today, is also used in these tasks. But the vast majority of them have a complex structure, which is manifested in the use of the apparatus of higher mathematics. Because of this understanding of the model itself, its application recedes into the background. Accordingly, the first place is the requirement to know and navigate in a complex mathematical description. Because of this, only a narrow circle of specialists is able to use models built using this technology. The authors of this article propose their approach, which is based on the method of artificial intelligence. We are talking about "soft" methods consisting of such components as neural networks, genetic algorithms and fuzzy sets. It was on the latter that the authors focused most of their attention for evaluating the objects of complex systems. Of course, one method is not enough for the developed model to adequately represent the operation of the system under study. And thus, to ensure the possibility of its dynamic description, genetic algorithm methods were also used. Of course, these methods also have a mathematical description. But, in contrast to strict mathematical methods, in these two approaches of artificial intelligence, the visual component is quite well represented. This allows you to almost immediately answer the question of how this or that value was obtained during the operation of the model, with the option of not using formulas for this. As a result of the work carried out, a structural fuzzy model was created, which was expanded by the methods of crossing over and selection.
复杂系统评估对象中的 "软 "计算方法
今天,人类在其活动中经常与经济、交通、建筑和许多其他行业的复杂系统发生互动。这些系统的复杂性将体现在各要素之间的大量联系上,这些要素不仅相互连接,而且还与其他子系统相连。这些行业中的每一个行业都包括已经被充分研究和分析过的系统,如员工薪资系统。但除此之外,它们还包括一些基于定性成分的系统,这些定性成分尚未有成熟的数学描述。这些系统包括团结组织团队成员的内部氛围对劳动生产率的影响。科学家们提出了许多不同的方法来解决这个问题,这些方法都是基于统计和微分方法的使用。即使是当今相当流行的机器学习,也被用于这些任务。但其中绝大多数都具有复杂的结构,这体现在高等数学仪器的使用上。由于对模型本身的这种理解,其应用退居次要地位。因此,首先需要了解和掌握复杂的数学描述。正因为如此,只有一小部分专家才能使用利用这种技术建立的模型。本文作者提出了基于人工智能方法的方法。 我们所说的 "软 "方法包括神经网络、遗传算法和模糊集。在评估复杂系统的对象时,作者主要关注后者。当然,一种方法并不足以让所开发的模型充分代表所研究系统的运行。因此,为了确保动态描述的可能性,还使用了遗传算法方法。当然,这些方法也有数学描述。但是,与严格的数学方法不同,在这两种人工智能方法中,视觉部分得到了很好的体现。这样就可以几乎立即回答在模型运行过程中如何获得这个或那个值的问题,而且可以选择不使用公式。工作的结果是创建了一个结构模糊模型,并通过交叉和选择方法对其进行了扩展。
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