Research on Emergency Management of Public Emergencies in Cruise Ports under the Strategy of Free Trade Port in the Context of Informatisation

IF 3.1 Q1 Mathematics
Danying Song
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Abstract

The emergency response capability of cruise ports to public emergencies is related to the development of various industries and plays an important role in economic construction and social development. An evaluation system for cruise port’s emergency management and risk warning ability is established based on the 4R crisis management model and enterprise risk warning model in this paper. The subjective weights calculated by the G1 method and the objective weights solved by the COWA operator are combined by the linear weighting method in order to realize the accuracy and objectivity of the index weights. Then the object element topable model is introduced to comprehensively evaluate the emergency management and risk warning capability of cruise ports, and S International Cruise Port is used as an example to verify the validity. The results show that the weight value of emergency response capability in the emergency management capability is 0.3552, and the weight of equipment and facility performance in the risk warning capability reaches 0.3548, and the emergency management and risk management capabilities of the cruise port are significantly correlated at the 10% level. The comprehensive evaluation of the emergency management and risk warning capability of cruise ports can be realized by using the object element topable model, which can provide a guarantee for the improvement of the emergency management capability of cruise ports in public emergencies.
信息化背景下自由贸易港战略下邮轮港口突发公共事件应急管理研究
邮轮港口对突发公共事件的应急处置能力关系到各行业的发展,在经济建设和社会发展中发挥着重要作用。本文基于 4R 危机管理模型和企业风险预警模型,建立了邮轮港口应急管理与风险预警能力评价体系。将 G1 法计算的主观权重与 COWA 算子求解的客观权重通过线性加权法进行组合,以实现指标权重的准确性和客观性。然后引入物元可拓模型对邮轮港口的应急管理和风险预警能力进行综合评价,并以 S 国际邮轮港为例验证其有效性。结果表明,应急响应能力在应急管理能力中的权重值为 0.3552,设备设施性能在风险预警能力中的权重值达到 0.3548,邮轮港口的应急管理能力和风险管理能力在 10%的水平上显著相关。利用物元可拓模型可以实现对邮轮港口应急管理能力和风险预警能力的综合评价,为邮轮港口突发公共事件应急管理能力的提升提供保障。
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来源期刊
Applied Mathematics and Nonlinear Sciences
Applied Mathematics and Nonlinear Sciences Engineering-Engineering (miscellaneous)
CiteScore
2.90
自引率
25.80%
发文量
203
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