可重复使用快递包装推广政府补贴的进化博弈分析

IF 6.9 Q1 OPERATIONS RESEARCH & MANAGEMENT SCIENCE
Hong Sun , Biyu Liu , Peng Jiang , Qingsong He
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引用次数: 0

摘要

电子商务和网上购物的增加导致快递产生大量包装废物,对环境造成相当大的负担。为解决这一问题,可重复使用的快递包装已成为减少快递包装垃圾的潜在解决方案之一。本研究通过构建演化博弈模型,分析了地方政府和快递企业的演化稳定策略。该模型考虑了决策者的有限理性和群体行为,以及可重复使用快递包装运营成本的规模经济性和规模不经济性。结果表明,可重复使用快递包装成本的变化可能导致同时出现两种进化稳定策略,这与传统的进化博弈研究形成了鲜明对比。由于目前快递公司对可重复使用快递包装的使用率较低,再加上缺乏地方政府的补贴支持,因此很难达到企业积极使用可重复使用快递包装的最佳状态。要实现这一目标,关键是要制定平衡合理的补贴额度,而不是一味地将补贴额度提高到尽可能高的水平。本研究提出了政府补贴水平的最佳范围,并给出了相应的政策建议。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Evolutionary game analysis of government subsidies for reusable express packaging promotion
The increase in e-commerce and online shopping has resulted in a significant amount of packaging waste from express delivery, posing a considerable burden on the environment. To address this issue, reusable express packaging has emerged as one of potential solutions to reduce packaging waste in express delivery. This study analyzes the evolutionary stability strategy of local governments and express delivery enterprises by constructing an evolutionary game model. The model considers the limited rationality and group behavior of decision makers, as well as the economies of scale and diseconomies of scale in operating cost of reusable express packaging. Results indicate that the variability in the cost of reusable express packaging may lead to the simultaneous emergence of two evolutionary stability strategies, contrasting traditional evolutionary game studies. Due to the present low uptake of reusable express packaging among express companies, coupled with the lack of subsidies support from local governments, it is difficult to attain the optimal situation in which businesses actively utilize reusable express packaging. To accomplish this objective, it is crucial to establish subsidy amounts that are balanced and reasonable, rather than merely elevating them to the highest possible levels. The study proposes an optimal range for government subsidy levels and gives corresponding policy suggestions.
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来源期刊
CiteScore
8.60
自引率
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