Research on Insurance Underwriting Decision Optimization Based on Multi-dimensional Risk Assessment
DOI:
https://doi.org/10.54097/vt2m3543Keywords:
Risk Matrix Method, Underwriting Decision, Community Resilience.Abstract
Against the background of climate change exacerbating extreme weather events, the traditional insurance underwriting model is difficult to cope with complex risks, and scientific decision-making models are urgently needed to safeguard the sustainable development of the insurance industry. In this study, regional climate risk is assessed by calculating the Climate Extreme Index (CEI) and five underwriting strategies are formulated by combining the risk matrix.Meanwhile, a multidimensional community resilience evaluation system is constructed by using the Entropy Weighting Method (EWM), and the results are categorized into four levels by fuzzy C-mean (FCM) clustering. The results show that the model can effectively identify high-risk areas, optimize underwriting decisions, and maintain the solvency of insurance companies. This study innovatively integrates the multidimensional factors of climate, economy and community resilience to provide a scientific basis for the insurance industry to respond to climate change.
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[1] Gribkova N V, Su J, Zitikis R. Inference for the tail conditional allocation: large sample properties, insurance risk assessment, and compound sums of concomitants[J]. Insurance: Mathematics and Economics, 2022, 107: 199-222.
[2] Tian Z. Research on issues related to insurance company financial risk management[J]. Wealth Magazine, 2021, (17): 114-115.
[3] Gleason K L, Lawrimore J H, Levinson D H, et al. A revised US climate extremes index[J]. Journal of climate, 2008, 21(10): 2124-2137.
[4] Perron M, Sura P. Climatology of non-Gaussian atmospheric statistics[J]. Journal of Climate, 2013, 26(3): 1063-1083.
[5] Ruiz J, Lien G-Y, Kondo K, et al. Reduced non-Gaussianity by 30 s rapid update in convective-scale numerical weather prediction[J]. Nonlinear Processes in Geophysics, 2021, 28(4): 615-626.
[6] Qazi A, Akhtar P. Risk matrix driven supply chain risk management: Adapting risk matrix based tools to modelling interdependent risks and risk appetite[J]. Computers & Industrial Engineering, 2020, 139: 105351.
[7] Vafadarnikjoo A, Moktadir M A, Paul S K, et al. A novel grey multi-objective binary linear programming model for risk assessment in supply chain management[J]. Supply Chain Analytics, 2023, 2: 100012.
[8] Zhu B. Research on construction strategy of urban grassroots index based on AHP method[J]. Progress in Applied Mathematics, 2021, 10(5): 1654-1660.
[9] Zang Z P, Huang X P, Ma G J, et al. Evaluation of drying characteristics and physicochemical properties of Angelicae Sinensis Radix under different drying methods based on combination entropy weight and variable coefficient method [J]. Chinese Traditional and Herbal Drugs, 2022, 53(23): 7403-7413.
[10] Xu J, Hou Q, Qu K, et al. Robust Semi-Supervised Fuzzy C-Means Clustering for Time Series[J]. Computer Engineering and Applications, 2023, 59(8): 73-80.
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