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Mathematical models for enterprise resource scheduling: Complexity of key approaches to problem formulation

机译:企业资源调度的数学模型:问题制定关键方法的复杂性

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This paper gives overview of two modern approaches to enterprise resources scheduling problem: continuous time problem setting that leads to a combinatorial set of classical linear programming models and discrete time approach that gives an integer programming model. We follow the main steps of problem formulating and find decision points where the researcher chooses which model and computational method to apply. The main objective of this research is to compare both approaches from the computational complexity point of view. We consider several special cases of mass and individual manufacturing and define which approach is more applicable for each of them. In practice this advice can be used in particular cases to reduce hardware requirements to the enterprise resource planning (ERP) system and in certain cases can help improve its performance avoiding implementing big data techniques.
机译:本文概述了两种现代的解决企业资源调度问题的方法:连续时间问题设置(导致经典线性规划模型的组合集)和离散时间方法(给出整数规划模型)。我们遵循问题制定的主要步骤并找到决策者,研究者在其中选择要应用的模型和计算方法。这项研究的主要目的是从计算复杂度的角度比较这两种方法。我们考虑了批量生产和个体制造的几种特殊情况,并定义了哪种方法更适用于它们中的每一种。在实践中,可以在特定情况下使用此建议来降低对企业资源计划(ERP)系统的硬件要求,并且在某些情况下可以帮助提高其性能而无需实施大数据技术。

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