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机构地区:[1]Department of Mathematics,University of Bologna,Viale Filopanti,5,Bologna,Italy
出 处:《Financial Innovation》2018年第1期161-174,共14页金融创新(英文)
摘 要:This study explored the effects of ambiguity on the calculation of Value-at-Risk(VaR)using a mathematical model based on the theory of Choquet-Brownian processes.It was found that while a moderate degree of ambiguity aversion yields a higher value for VaR and Expected Shortfall(ES),the result can be reversed in a deeply ambiguous environment.Additionally,some sufficient conditions are provided for the preservation of this effect under various forms of risk aggregation.This study offers a new perspective to full awareness on capital requirement calculation as requested by international regulation.
关 键 词:Choquet-Brownian motion Risk measures Ambiguity aversion
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