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Portfolio selection under VaR constraints
Authors:Kostas Giannopoulos  Ephraim Clark  Radu Tunaru
Affiliation:(1) UAEU, CBE, United Arab Emirates University, Po Box 17555, Al Ain, United Arab Emirates;(2) Middlesex University, London, UK;(3) City University, London, UK
Abstract:In this paper we show that by assuming a constant variance/covariance matrix over the holding period, the VaR limits can often be exceeded within the relevant horizon period. To minimize this risk, we formulate the problem in terms of portfolio selection and propose an innovative methodology using conditional VaR that minimizes the VaR at each point of the holding period. We rewrite the optimisation problem by taking into consideration the variability of risk on all assets eligible to be included in the portfolio.JEL Classification: C150, G110
Keywords:VaR  portfolio selection  Monte-Carlo simulation  conditional heteroskedasticity
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