
doi: 10.1002/jae.1152
handle: 10419/32169
SUMMARY This paper proposes a methodology for dynamic modelling and forecasting of realized covariance matrices based on fractionally integrated processes. The approach allows for flexible dependence patterns and automatically guarantees positive definiteness of the forecast. We provide an empirical application of the model, which shows that it outperforms other approaches in the extant literature, both in terms of statistical precision as well as in terms of providing a superior mean-variance trade-off in a classical investment decision setting. Copyright © 2010 John Wiley & Sons, Ltd.
info:eu-repo/classification/ddc/330, Stochastic dominance, ddc:330, Portfolio optimization, Realized variance, info:eu-repo/classification/jel/C53, info:eu-repo/classification/jel/C32, Fractional integration, info:eu-repo/classification/jel/G11, Forecasting, Fractional integration, Stochastic dominance, Portfolio optimization, Realized covariance, G11, Realized covariance, C53, C32, Forecasting
info:eu-repo/classification/ddc/330, Stochastic dominance, ddc:330, Portfolio optimization, Realized variance, info:eu-repo/classification/jel/C53, info:eu-repo/classification/jel/C32, Fractional integration, info:eu-repo/classification/jel/G11, Forecasting, Fractional integration, Stochastic dominance, Portfolio optimization, Realized covariance, G11, Realized covariance, C53, C32, Forecasting
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