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European Actuarial Journal最新文献

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Adversarial AI in insurance: an overview 保险业中的对抗性AI:概述
Q2 Mathematics Pub Date : 2023-10-29 DOI: 10.1007/s13385-023-00365-1
Matteo Cattaneo, Ron S. Kenett, Elisa Luciano
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引用次数: 0
The impact of dependencies between climate risks on the asset and liability side of non-life insurers 气候风险之间的依赖关系对非寿险公司资产和责任方面的影响
Q2 Mathematics Pub Date : 2023-10-20 DOI: 10.1007/s13385-023-00364-2
Nadine Gatzert, Onur Özdil
Abstract The aim of this paper is to examine the impact of dependencies between climate transition and physical risks on the default probability and profitability of a non-life insurer focusing on the scenario of a delayed and sudden transition. Toward this end, we suggest a simplified modeling approach for scenario analyses for climate risks affecting assets and liabilities, taking into account potential nonlinear dependence structures. Our results show that dependencies on the liability side and between assets and liabilities in the context of physical-transition scenarios can have a significant impact, particularly on the default risk of a non-life insurer. We additionally analyze the mitigating effects of stop loss reinsurance and risk-adjusted pricing, which—if implementable—seem to be an effective risk management measure against physical climate risks in particular.
摘要本文的目的是研究气候变化和物理风险之间的依赖关系对非寿险保险公司违约概率和盈利能力的影响,重点关注延迟和突然转变的情景。为此,我们提出了一种简化的建模方法,用于影响资产和负债的气候风险情景分析,考虑到潜在的非线性依赖结构。我们的研究结果表明,在物理转换情景下,对负债侧和资产与负债之间的依赖关系会产生重大影响,特别是对非寿险保险公司的违约风险。我们还分析了止损再保险和风险调整定价的缓解效果,如果实施,这似乎是一种有效的风险管理措施,特别是针对物理气候风险。
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引用次数: 0
Two-dimensional forward and backward transition rates 二维正向和反向跃迁速率
Q2 Mathematics Pub Date : 2023-10-07 DOI: 10.1007/s13385-023-00363-3
Theis Bathke, Marcus C. Christiansen
Abstract Forward transition rates were originally introduced with the aim to evaluate life insurance liabilities market-consistently. While this idea turned out to have its limitations, recent literature repurposes forward transition rates as a tool for avoiding Markov assumptions in the calculation of life insurance reserves. While life insurance reserves are some form of conditional first-order moments, the calculation of conditional second-order moments needs an extension of the forward transition rate concept from one dimension to two dimensions. Two-dimensional forward transition rates are also needed for the calculation of path-dependent life insurance cash-flows as they occur upon contract modifications. Forward transition rates are designed for doing prospective calculations, and by a time-symmetric definition of so-called backward transition rates one can do retrospective calculations.
摘要引入远期过渡利率的初衷是为了评估寿险负债的市场一致性。虽然这一想法被证明有其局限性,但最近的文献重新将远期过渡率作为一种工具,以避免在计算人寿保险准备金时使用马尔可夫假设。寿险准备金是某种形式的条件一阶矩,而条件二阶矩的计算需要将前向转移率的概念从一维扩展到二维。二维远期转移率也需要用于计算路径依赖的人寿保险现金流,因为它们发生在合同修改后。前向转换速率是为进行前瞻性计算而设计的,而根据所谓的后向转换速率的时间对称定义,人们可以进行回顾性计算。
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引用次数: 0
Including individual customer lifetime value and competing risks in tree-based lapse management strategies 在基于树的失效管理策略中包括个体客户生命周期价值和竞争风险
Q2 Mathematics Pub Date : 2023-09-12 DOI: 10.1007/s13385-023-00358-0
Mathias Valla, Xavier Milhaud, Anani Ayodélé Olympio
A retention strategy based on an enlightened lapse model is a powerful profitability lever for a life insurer. Some machine learning models are excellent at predicting lapse, but from the insurer’s perspective, predicting which policyholder is likely to lapse is not enough to design a retention strategy. In our paper, we define a lapse management framework with an appropriate validation metric based on Customer Lifetime Value and profitability. We include the risk of death in the study through competing risks considerations in parametric and tree-based models and show that further individualization of the existing approaches leads to increased performance. We show that survival tree-based models outperform parametric approaches and that the actuarial literature can significantly benefit from them. Then, we compare, on real data, how this framework leads to increased predicted gains for a life insurer and discuss the benefits of our model in terms of commercial and strategic decision-making.
基于开明失效模型的保留策略对寿险公司来说是一个强大的盈利杠杆。一些机器学习模型在预测失效方面表现出色,但从保险公司的角度来看,预测哪些投保人可能失效还不足以设计保留策略。在我们的论文中,我们定义了一个失效管理框架,并基于客户生命周期价值和盈利能力定义了一个适当的验证度量。我们通过参数模型和基于树的模型中的竞争风险考虑将死亡风险纳入研究,并表明现有方法的进一步个性化可以提高性能。我们表明,基于生存树的模型优于参数方法,精算文献可以显著受益于它们。然后,我们比较了真实数据,该框架如何导致人寿保险公司的预测收益增加,并讨论了我们的模型在商业和战略决策方面的好处。
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引用次数: 0
Asymptotics of the loss-based tail risk measures in the presence of extreme risks 存在极端风险时基于损失的尾部风险测度的渐近性
IF 1.2 Q2 Mathematics Pub Date : 2023-08-30 DOI: 10.1007/s13385-023-00361-5
Jiajun Liu, T. Shushi
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引用次数: 1
Discussion on “Stochastic assessment of seismic risk using faults to address the incomplete information in historical catalogues.” (Louloudis et al) “用断层处理历史目录中不完全信息的地震风险随机评估”的讨论。(Louloudis等人)
IF 1.2 Q2 Mathematics Pub Date : 2023-08-21 DOI: 10.1007/s13385-023-00359-z
Adrien Pothon
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引用次数: 0
Coherent extrapolation of mortality rates at old ages applied to long term care 应用于长期护理的老年死亡率的一致外推
IF 1.2 Q2 Mathematics Pub Date : 2023-08-10 DOI: 10.1007/s13385-023-00360-6
Léonie Le Bastard
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引用次数: 0
Discussion on “Selection effect modification to the Lee-Carter model” (J. C. Yue et al.) 关于“对Lee-Carter模型的选择效应修正”的讨论(j.c. Yue等)
IF 1.2 Q2 Mathematics Pub Date : 2023-07-18 DOI: 10.1007/s13385-023-00357-1
R. Ionescu, Tiziana Torri
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引用次数: 0
Valuation of mixed life insurance contracts under stochastic correlated mortality and interest rates 死亡率和利率随机相关条件下混合寿险合同的价值评估
IF 1.2 Q2 Mathematics Pub Date : 2023-06-23 DOI: 10.1007/s13385-023-00354-4
Vanessa Hanna, P. Devolder
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引用次数: 0
EM estimation for bivariate mixed poisson INAR(1) claim count regression models with correlated random effects 具有相关随机效应的二元混合poisson INAR(1)索赔数回归模型的EM估计
IF 1.2 Q2 Mathematics Pub Date : 2023-06-06 DOI: 10.1007/s13385-023-00351-7
Zezhun Chen, A. Dassios, G. Tzougas
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引用次数: 1
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