来源:Risks 发布时间:2026/8/3 14:44:03
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Risks期刊“保险与风险”领域精选文章| MDPI 编辑荐读

期刊名:Risks

期刊主页:https://www.mdpi.com/journal/risks

本次从Risks期刊精选 10 篇 2026 年保险与风险领域高质量论文,欢迎广大读者阅读学习、把握领域研究新进展。本刊亦持续征集优质原创稿件,诚挚欢迎各位学者踊跃投稿!

如需获取更多优质论文与领域前沿研究动态,欢迎访问期刊官网并订阅更新。

1. Model Averaging and Grid Maps for Modeling Heavy-Tailed Insurance Data

重尾保险数据建模的模型平均与网格映射方法研究

https://www.mdpi.com/2227-9091/14/1/11

Mothibe, L.B.; Shongwe, S.C. Model Averaging and Grid Maps for Modeling Heavy-Tailed Insurance Data. Risks 2026, 14, 11. https://doi.org/10.3390/risks14010011

2. Digital Transformation in the Insurance Industry: Challenges and Strategic Insights

保险行业的数字化转型:挑战与战略启示

https://www.mdpi.com/2227-9091/14/5/105

Malifete, L.; Mushavhanamadi, K.; Adekunle, S.; Aigbavboa, C. Digital Transformation in the Insurance Industry: Challenges and Strategic Insights. Risks 2026, 14, 105. https://doi.org/10.3390/risks14050105

3. Insuring Algorithmic Operations: Liability Risk, Pricing, and Risk Control

算法化运营保险保障:责任风险、定价与风险控制

https://www.mdpi.com/2227-9091/14/2/26

Liu, Z.; Park, J.; Wang, M.; Wen, H. Insuring Algorithmic Operations: Liability Risk, Pricing, and Risk Control. Risks 2026, 14, 26. https://doi.org/10.3390/risks14020026

4. Collusion Between Retailers and Customers: The Case of Insurance Fraud in Taiwan

零售商与客户之间的串通:台湾保险欺诈案例研究

https://www.mdpi.com/2227-9091/14/3/60

Picard, P.; Wang, J.; Wang, K.C. Collusion Between Retailers and Customers: The Case of Insurance Fraud in Taiwan. Risks 2026, 14, 60. https://doi.org/10.3390/risks14030060

5. Risk-Informed Machine Learning Models for Renewal Classification in Motor Insurance

基于风险信息的机器学习模型在机动车保险续保分类中的应用

https://www.mdpi.com/2227-9091/14/3/57

Boonkrong, P.; Yang, J.; Huang, X.; Simmachan, T. Risk-Informed Machine Learning Models for Renewal Classification in Motor Insurance. Risks 2026, 14, 57. https://doi.org/10.3390/risks14030057

6. Advanced Insurance Risk Modeling for Pseudo-New Customers Using Balanced Ensembles and Transformer Architectures

基于平衡集成与Transformer架构的伪新客户保险风险建模研究

https://www.mdpi.com/2227-9091/14/4/91

Solly, F.L.; Soriano-Gonzalez, R.; Juan, A.A.; Guerrero, A. Advanced Insurance Risk Modeling for Pseudo-New Customers Using Balanced Ensembles and Transformer Architectures. Risks 2026, 14, 91. https://doi.org/10.3390/risks14040091

7. Risk-Sensitive Performance Evaluation of Life Insurance Markets in EU and EEA Countries: A MPSI–CoCoSo Approach

欧盟与欧洲经济区国家寿险市场的风险敏感绩效评价:基于 MPSI–CoCoSo 方法

https://www.mdpi.com/2227-9091/14/4/85

Kaya, N.; Bozcuk, A.E.; Ünal Uyar, G.F.; Özden, M.S.; Terzioglu, M.; Tutcu, B.; Talas H. Risk-Sensitive Performance Evaluation of Life Insurance Markets in EU and EEA Countries: A MPSI–CoCoSo Approach. Risks 2026, 14, 85. https://doi.org/10.3390/risks14040085

8. Mixed Size-Biased Log-Normal Distribution with Truncated Normal Prior and Its Application in Insurance Ratemaking

带截断正态先验的混合尺寸偏置对数正态分布及其在保险费率厘定中的应用

https://www.mdpi.com/2227-9091/14/3/72

Bae, T.; Kim, J.; Ahn, J.Y. Mixed Size-Biased Log-Normal Distribution with Truncated Normal Prior and Its Application in Insurance Ratemaking. Risks 2026, 14, 72. https://doi.org/10.3390/risks14030072

9. Longevity Option and Longevity Swap De-Risking Strategies Under Frailty-Based Mortality Models

基于脆弱性死亡率模型的长寿期权与长寿互换去风险策略

https://www.mdpi.com/2227-9091/14/6/124

Carannante, M.; D’Amato, V.; Haberman, S.; Menzietti, M. Longevity Option and Longevity Swap De-Risking Strategies Under Frailty-Based Mortality Models. Risks 2026, 14, 124. https://doi.org/10.3390/risks14060124

10. Impact of Simultaneous Jumps in Mortality and Asset Markets on GMDB Riders

死亡率与资产市场同步跳跃对保证最低死亡给付(GMDB)附加条款的影响

https://www.mdpi.com/2227-9091/14/5/111

Hassan Zadeh, A.; Rostami, A.; Stankova, K.G. Impact of Simultaneous Jumps in Mortality and Asset Markets on GMDB Riders. Risks 2026, 14, 111. https://doi.org/10.3390/risks14050111

Risks 期刊介绍

主编:Steven Haberman教授,英国伦敦大学,城市圣乔治学院

期刊专注于发表和传播保险和金融风险管理领域的文章。目前已被Scopus、ESCI (Web of Science)、EconLit, EconBiz, RePEc等数据库收录。

2025 Impact Factor: 1.8

2025 CiteScore: 4.5

Time to First Decision: 21.8 Days

Acceptance to Publication: 7.6 Days

 
 
 
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