Lei Fan, Cai Qiang, Liao Ningna, Wei Guiwu, He Yan, Wu Jiang, Wei Cun
School of Mathematical Sciences, Sichuan Normal University, Chengdu, 610101 People's Republic of China.
School of Business, Sichuan Normal University, Chengdu, 610101 People's Republic of China.
Soft comput. 2023;27(13):8541-8559. doi: 10.1007/s00500-023-08132-w. Epub 2023 Apr 25.
At a time of global epidemic control, the location of the medical logistics distribution center (MLDC) has an important impact on the operation of the entire logistics system to reduce the operating costs of the company, enhance the service quality and effectively control the COVID-19 on the premise of increasing the company's profits. Thus, the research on the location of MLDC has important theoretical and practical application significance separately. Recently, the TODIM and VIKOR method has been used to solve multiple-attribute group decision-making (MAGDM) issues. The probabilistic uncertain linguistic term sets (PULTSs) are used as a tool for characterizing uncertain information. In this paper, we design the TODIM-VIKOR model to solve the MAGDM in PULT condition. Firstly, some basic concept of PULTSs is reviewed, and TODIM and VIKOR method are introduced. The extended TODIM-VIKOR model is proposed to tackle MAGDM problems under the PULTSs. At last, a numerical case study for medical logistics center site selection (MLCSS) is given to validate the proposed method.
在全球疫情防控时期,医疗物流配送中心(MLDC)的选址对于整个物流系统的运营具有重要影响,即在增加公司利润的前提下,降低公司运营成本、提升服务质量并有效防控新冠肺炎疫情。因此,对MLDC选址的研究分别具有重要的理论和实际应用意义。近年来,TODIM和VIKOR方法已被用于解决多属性群决策(MAGDM)问题。概率不确定语言术语集(PULTSs)被用作表征不确定信息的工具。在本文中,我们设计了TODIM-VIKOR模型来解决PULT条件下的MAGDM问题。首先,回顾了PULTSs的一些基本概念,并介绍了TODIM和VIKOR方法。提出了扩展的TODIM-VIKOR模型来处理PULTSs下的MAGDM问题。最后,给出了一个医疗物流中心选址(MLCSS)的数值案例研究来验证所提出的方法。