THE APPLICATION OF FUZZY SETS THEORY IN THE METHODOLOGICAL APPROACH TO ASSESSING PERSONNEL RISKS OF AN ENTERPRISE

L. Harmider, L. Korotka, Serhii P. Bazhan, Dmytro M. Aniskevich
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Abstract

The main idea of this paper is the substantiation of the methodological approach to the assessment of personnel risks of enterprises based on the application of the fuzzy logic apparatus in order to identify the problems of personnel risk management and provide appropriate recommendations for their solution. The methodological basis of the study is the classic provisions and fundamental works of foreign and domestic scientists, statistical data, the results of our research into the problems of assessing personnel risks of enterprises. The methods of fuzzy set theory, comparative analysis, scientific abstraction, generalization of scientific experience of modern theoretical research, systemcomplex approach were used. The study proposed a methodological approach to assessing the level of personnel risks of an enterprise; numerical experiments were conducted on the basis of a group of construction equipment manufacturers. Analysis of the results of assessing the level of personnel risks of enterprises made it possible to identify the problems of managing personnel risks at enterprises Statement of a mathematical problem: the work considers hierarchical fuzzy data, namely: four groups of indicators for assessing the level of personnel risks (quantitative composition – F1, state of qualifications and intellectual potential – F2, staff turnover – F3, motivational system – F4), each of the indicators has a different number of fuzzy coefficients (there are twelve of them in the current work – vi , i=1÷12). Indicators are functions of fuzzy coefficients: F1 = r(v1, v2, v3); F2 = g(v4,v5, v6, v7); F3 = h(v8, v9, v10,); F4=q(v11, v12). As an output variable, there is a functional – an integrated indicator Int = f(F1, F2, F3, F4) of the personnel risk level, which, in turn, is also a fuzzy value. Here, the functions r, g, h, q, f are unknown functions of the given variables. We have expert evaluations of the change in all input data; as a rule, they vary within three terms: Low (I), Medium (G), High (E). Formalized information on each variable can be written as , then for a group of indicators we have: . Using a fuzzy system and performing calculations with its help requires the system to have the following structural elements: membership functions of input and output variables, a rule base, and an output mechanism. These structural elements are the components that will be built when designing a fuzzy system. The built mathematical model and the method of its formalization on the basis of FST make it possible to estimate the level of personnel risk at the enterprise, which enables further substantiation of a set of measures to increase the efficiency of its use. The constructed system of fuzzy logical inference can be considered intelligent as it uses elements of computational intelligence, in particular, the theory of fuzzy sets. The proposed methodological approach to assessing the level of personnel risks of enterprises based on the apparatus of fuzzy logic allows, in contrast to existing ones, to integrate the consideration of both qualitative and quantitative indicators when assessing the level of personnel risks and personnel movement indicators and to significantly increase the efficiency of decision-making under conditions of uncertainty and reduce costs in the event of adverse situations.
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模糊集理论在企业人事风险评估方法中的应用
本文的主要思想是在应用模糊逻辑装置的基础上,对企业人员风险评估的方法论进行论证,以找出人员风险管理中存在的问题,并提出相应的解决建议。研究的方法论基础是国内外科学家的经典规定和基础著作、统计数据、我们对企业人事风险评估问题的研究成果。采用了模糊集理论、比较分析、科学抽象、现代理论研究科学经验概括、系统复合方法等方法。研究提出了评估企业人员风险水平的方法论;以一组建筑设备制造商为基础进行了数值实验。通过对企业人员风险水平评估结果的分析,可以发现企业人员风险管理中存在的问题 数学问题陈述:本研究考虑的是分层模糊数据,即:四组人员风险水平评估指标(数量构成 - F1,资格和智力潜力状况 - F2,人员流动 - F3,激励制度 - F4),每个指标都有不同数量的模糊系数(在本研究中有 12 个模糊系数 - vi ,i=1÷12)。指标是模糊系数的函数:F1 = r(v1、v2、v3);F2 = g(v4、v5、v6、v7);F3 = h(v8、v9、v10);F4=q(v11、v12)。作为输出变量,有一个函数--人员风险水平的综合指标 Int = f(F1,F2,F3,F4),它也是一个模糊值。这里,函数 r、g、h、q、f 是给定变量的未知函数。我们有专家对所有输入数据变化的评价;通常,它们在三个条件内变化:低(I)、中(G)、高(E)。每个变量的正式信息可以写成 ,那么对于一组指标,我们有: 。使用模糊系统并在其帮助下进行计算需要系统具备以下结构要素:输入和输出变量的成员函数、规则库和输出机制。这些结构元素是设计模糊系统时要建立的组成部分。在 FST 的基础上建立的数学模型及其形式化方法可以估算出企业的人员风险水平,从而可以进一 步确定一套措施来提高其使用效率。所构建的模糊逻辑推理系统可被视为智能系统,因为它使用了计算智能要素,特别是模糊集理论。所提出的基于模糊逻辑装置的企业人员风险水平评估方法与现有方法相比,在评估人员风险水平和人员流动指标时,可以综合考虑定性和定量指标,并在不确定条件下显著提高决策效率,在出现不利情况时降低成本。
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