考虑到设施的重要性和初步充足供应,使有限物质资源分配合理化的方法

Volodymyr Herasymenko, Julia O. Lutsyk, Pavlo P. Parhomenko, Olexander M. Demenev, V. Mirnenko
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引用次数: 0

摘要

为乌克兰武装部队的需要组织资源支助是一项重要的日常任务,与为其预定目的分配物质资源有关。如果有足够的资源基础,资金交付的时间、速度和优先次序等因素是次要的,则按照“必要时”和“可能时”的原则进行资源支持。但是,考虑到国民经济和其他类似任务的资源能力有限,为乌克兰武装部队的需要提供资源支助的做法通常表明,必须在资源基础受到数量和质量限制的情况下采取行动。此外,在要求缩短资源支持实施时间的情况下,考虑资源分配对象的优先级及其初始资源提供的不同级别。本研究的目的是在管理决策的确定性、不确定性和风险三种类型的商业条件下,找到某些特征的最佳、合理甚至最优的资源分配。在分析现有分布问题非线性规划方法的基础上,从保持数学正确性和实用性的前提出发,给出了最大元法的应用步骤。以资源供应设施之间资源供应效率相等的可能分配方案为例,考虑了优化分配问题的建议方法。在为某一最终管理任务提供资源时,在对资源分配作出决策时,这些选择的不同之处在于对象的重要性值和相对单位的初始供应水平。本研究的方法可用于与军事和民政管理组织系统的资源分配有关的规划和决策,考虑到在资源管理人员能力有限的情况下目的地设施供应充足的重要性和初始状态
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Methodology for Rationalising the Distribution of Limited Material Resources Considering the Importance and Initial Adequate Supply of Facilities
The organisation of resource support for the needs of the Armed Forces of Ukraine is an important daily task related to the distribution of material resources for their intended purpose. If there is a sufficient resource base and the factors of time, speed, and priority of delivery of funds are secondary, resource support is carried out according to the principles “if necessary” and “if possible”. However, the practices of resource support for the needs of the Armed Forces of Ukraine considering the limited resource capabilities of the national economy and other similar tasks, as a rule, demonstrates the necessity of acting in the conditions of quantitative and qualitative restrictions of the resource base. Moreover, in the conditions of requirements for reducing the time of implementation of resource support, considering the priority of resource assignment objects and different levels of their initial resource provision. The purpose of this study is to find the best, rational, and even optimal distribution of resources for certain characteristics in three types of business conditions: certainty, uncertainty, and risk in managerial decision-making. Based on the analysis of available methods of nonlinear programming in distribution problems, proceeding from the condition of maintaining mathematical correctness and accessibility to practical use, the study presents the procedure for applying the maximum element method. The proposed approach to optimising the distribution problem is considered on the example of possible distribution options for equally efficient resource supply between the resource supply facilities. The options differ in the values of the importance of objects and the levels of initial supply in relative units at the time of decision-making on the allocation of resources upon providing resources for a certain final management task. The methodology of this study can be used in planning and decision-making related to the distribution of resources in organisational systems of military and civil administration, considering the importance and initial state of adequate supply of destination facilities in case of limited capabilities of the resource manager
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