Capital allocation for portfolios with non-linear risk aggregation
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Publication:506075
DOI10.1016/j.insmatheco.2016.11.003zbMath1394.91191OpenAlexW3123427625MaRDI QIDQ506075
Tim J. Boonen, Mario V. Wüthrich, Andreas Tsanakas
Publication date: 31 January 2017
Published in: Insurance Mathematics \& Economics (Search for Journal in Brave)
Full work available at URL: http://openaccess.city.ac.uk/id/eprint/15846/1/BTW_WP.pdf
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Related Items (11)
An impossibility theorem on capital allocation ⋮ Set optimization of set-valued risk measures ⋮ \( \tau \)-value for risk capital allocation problems ⋮ Holistic principle for risk aggregation and capital allocation ⋮ Capital allocation with multivariate convex risk measures ⋮ Dynamic capital allocation with irreversible investments ⋮ Distortion measures and homogeneous financial derivatives ⋮ Forecasting compositional risk allocations ⋮ A generalization of the Aumann-Shapley value for risk capital allocation problems ⋮ A cooperative bargaining framework for decentralized portfolio optimization ⋮ Optimal scenario-dependent multivariate shortfall risk measure and its application in risk capital allocation
Cites Work
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- Risk capital allocation with autonomous subunits: the Lorenz set
- Lévy random bridges and the modelling of financial information
- Stable allocations of risk
- On the distributional transform, Sklar's theorem, and the empirical copula process
- To split or not to split: Capital allocation with convex risk measures
- The Shapley value in the non differentiable case
- Axiomatic characterization of insurance prices
- Core of convex distortions of a probability.
- Risk capital allocation and cooperative pricing of insurance liabilities.
- Cores of convex games
- An Application of the Aumann-Shapley Prices for Cost Allocation in Transportation Problems
- Risk Measures and Comonotonicity: A Review
- Mathematical methods of game and economic theory
- Demand Compatible Equitable Cost Sharing Prices
- Cooperative Fuzzy Games
- Values of Non-Atomic Games
- Allocation of Shared Costs: A Set of Axioms Yielding A Unique Procedure
- Using Aumann-Shapley Values to Allocate Insurance Risk
- On the Discrete Version of the Aumann-Shapley Cost-Sharing Method
- Multilinear Extensions of Games
- AN AXIOMATIC APPROACH TO CAPITAL ALLOCATION
- Economic Capital Allocation Derived from Risk Measures
- A Note on the Myers and Read Capital Allocation Formula
- A value for multichoice games
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