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Multiple-lock Dynamic Equicorrelations with Realized Measures, Leverage and Endogeneity

Yuta Kurose and Yasuhiro Omori ()
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Yuta Kurose: Osaka University

No CIRJE-F-1075, CIRJE F-Series from CIRJE, Faculty of Economics, University of Tokyo

Abstract: The single equicorrelation structure among several daily asset returns is promising and at- tractive to reduce the number of parameters in multivariate stochastic volatility models. However, such an assumption may not be realistic as the number of assets may increase, for example, in the portfolio optimizations. As a solution to this oversimplication, the multiple- block equicorrelation structure is proposed for high dimensional financial time series, where we assume common correlations within a group of asset returns, but allow different correla- tions for different groups. The realized volatilities and realized correlations are also jointly modelled to obtain stable and accurate estimates of parameters, latent variables and lever- age effects. Using a state space representation, we describe an efficient estimation method of Markov chain Monte Carlo simulation. Illustrative examples are given using simulated data, and empirical studies using U.S. daily stock returns data show that our proposed model outperforms other competing models in portfolio performances.

Pages: 57 pages
Date: 2018-01
New Economics Papers: this item is included in nep-ecm
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http://www.cirje.e.u-tokyo.ac.jp/research/dp/2018/2018cf1075.pdf (application/pdf)

Related works:
Working Paper: Multiple-block Dynamic Equicorrelations with Realized Measures, Leverage and Endogeneity (2016) Downloads
Working Paper: Multiple-block Dynamic Equicorrelations with Realized Measures, Leverage and Endogeneity (2016) Downloads
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