A Tail Measure With Variable Risk Tolerance: Application in Dynamic Portfolio Insurance Strategy

被引:0
|
作者
Wentao Hu
Cuixia Chen
Yufeng Shi
Ze Chen
机构
[1] Shandong University,Institute for Financial Studies
[2] Hebei Finance University,School of Finance
[3] Renmin University of China,China Insurance Institute
[4] Renmin University of China,undefined
关键词
Risk measures; Portfolio insurance; CPPI; SlideVaR;
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学科分类号
摘要
Risk measures for tail risk have an important application in the dynamic portfolio insurance strategies. We propose a new risk measure called SlideVaR which overcome the limitation of traditional measures like VaR and ES, and can sufficiently reflect the market changes. Several important properties of SlideVaR and its generalized risk measure have been investigated. Then, we further apply SlideVaR into constructing dynamic portfolio insurance strategy. Our numerical analysis shows that SlideVaR-based portfolio insurance strategy has advantage especially in markets where the state changes frequently.
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页码:831 / 874
页数:43
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  • [2] Portfolio insurance under a risk-measure constraint
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    [J]. INSURANCE MATHEMATICS & ECONOMICS, 2011, 49 (03): : 361 - 370
  • [3] Study of Dynamic Portfolio Insurance Strategy Optimization and Empirical
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    [J]. COMPREHENSIVE EVALUATION OF ECONOMY AND SOCIETY WITH STATISTICAL SCIENCE, 2009, : 422 - 426
  • [4] The use of the tail dependence function for high quantile risk measure analysis: an application to portfolio optimization
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  • [5] Tail Distortion Risk Measure for Portfolio with Multivariate Regularly Variation
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  • [6] Tail Distortion Risk Measure for Portfolio with Multivariate Regularly Variation
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    [J]. COMMUNICATIONS IN MATHEMATICS AND STATISTICS, 2022, 10 (02) : 263 - 285
  • [7] The payoff distribution model: an application to dynamic portfolio insurance
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  • [8] Dynamic portfolio insurance strategy: a robust machine learning approach*
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    [J]. JOURNAL OF INFORMATION AND TELECOMMUNICATION, 2018, 2 (04) : 392 - 410
  • [9] A Robust Genetic Programming Model for a Dynamic Portfolio Insurance Strategy
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  • [10] A new choice of dynamic asset management: the variable proportion portfolio insurance
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    [J]. APPLIED ECONOMICS, 2008, 40 (16) : 2135 - 2146