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Roxana Halbleib, Valeri Voev (2008)
Modelling and Forecasting Multivariate Realized VolatilityERN: Time-Series Models (Multiple) (Topic)
G. Duffee (1995)
Stock returns and volatility A firm-level analysisJournal of Financial Economics, 37
M. Bonato, M. Caporin, A. Ranaldo (2008)
Forecasting Realized (Co)Variances with a Block Structure Wishart Autoregressive ModelCapital Markets: Asset Pricing & Valuation eJournal
S. Heston (1993)
A Closed-Form Solution for Options with Stochastic Volatility with Applications to Bond and Currency OptionsReview of Financial Studies, 6
Tim Bollerslev (1990)
Modelling the Coherence in Short-run Nominal Exchange Rates: A Multivariate Generalized ARCH ModelThe Review of Economics and Statistics, 72
Jeff Fleming, Chris Kirby, Barbara Ostdiek (2001)
The Economic Value of Volatility Timing Using 'Realized' VolatilityCapital Markets eJournal
Gregory Bauer, Keith Vorkink (2011)
Forecasting multivariate realized stock market volatilityJournal of Econometrics, 160
Yin-Wong Cheung, Lilian Ng (1992)
Stock Price Dynamics and Firm Size: An Empirical investigationJournal of Finance, 47
E. Hwang, D. Shin (2014)
Infinite-order, long-memory heterogeneous autoregressive modelsComput. Stat. Data Anal., 76
Xin Jin, J. Maheu (2013)
Modeling Realized Covariances and ReturnsJournal of Financial Econometrics, 11
C. Gouriéroux, J. Jasiak, R. Sufana (2009)
The Wishart Autoregressive Process of Multivariate Stochastic VolatilityJournal of Econometrics, 150
(2012)
Modelling daily VaR and CVaR by integrating CARR model and extreme value theory
Review of Financial Studies, 19
Ulrich Müller, M. Dacorogna, Rakhal Davé, R. Olsen, O. Pictet, Jacob Weizsäcker (1997)
Volatilities of different time resolutions — Analyzing the dynamics of market componentsJournal of Empirical Finance, 4
J. Hosking (1980)
The Multivariate Portmanteau StatisticJournal of the American Statistical Association, 75
R. Engle, K. Kroner (1995)
Multivariate Simultaneous Generalized ARCHEconometric Theory, 11
F. Corsi (2008)
A Simple Approximate Long-Memory Model of Realized VolatilityJournal of Financial Econometrics, 7
R. Chou, Nathan Liu (2008)
The Economic Value of Volatility Timing using a Range-Based Volatility ModelCapital Markets: Asset Pricing & Valuation eJournal
Jeff Fleming, Chris Kirby, Barbara Ostdiek (2000)
The Economic Value of Volatility TimingCapital Markets: Asset Pricing & Valuation eJournal
M. Soucek, N. Todorova (2014)
Realized volatility transmission: The role of jumps and leverage effectsEconomics Letters, 122
Yu‐Sheng Lai, Her-Jiun Sheu (2009)
The incremental value of a futures hedge using realized volatilityJournal of Futures Markets, 30
Journal of Financial Economics, 67
Yufeng Han (2005)
Asset Allocation with a High Dimensional Latent Factor Stochastic Volatility ModelAmerican Finance Association Meetings (AFA)
M. McAleer, M. Medeiros (2008)
A multiple regime smooth transition Heterogeneous Autoregressive model for long memory and asymmetriesJournal of Econometrics, 147
R. Engle (2002)
Dynamic Conditional CorrelationJournal of Business & Economic Statistics, 20
Journal of Economic Dynamics and Control, 34
F. Modigliani, Leah Modigliani (1997)
Risk-Adjusted Performance, 23
(1976)
Studies of stock market volatility changes, proceeding of the American Statistical association
Vasyl Golosnoy, Bastian Gribisch, R. Liesenfeld (2010)
The Conditional Autoregressive Wishart Model for Multivariate Stock Market VolatilityERN: Econometric Modeling in Financial Economics (Topic)
L. Bauwens, S. Laurent, J. Rombouts (2003)
Multivariate GARCH Models: A SurveyEconometrics eJournal
Shinichiro Shirota, Takayuki Hizu, Yasuhiro Omori (2014)
Realized stochastic volatility with leverage and long memoryComput. Stat. Data Anal., 76
Manabu Asai, M. McAleer, Jun Yu (2006)
Multivariate Stochastic Volatility: A ReviewEconometric Reviews, 25
(2012)
Aggregation, heterogeneous autoregression and volatility of daily international tourist arrivals and exchange rates
Stanislav Anatolyev, Nikita Kobotaev (2015)
Modeling and forecasting realized covariance matrices with accounting for leverageEconometric Reviews, 37
Journal of Econometrics, 160
Lan Zhang (2006)
Estimating Covariation: Epps Effect, Microstructure NoiseCapital Markets: Market Microstructure eJournal
Vasyl Golosnoy, Bastian Gribisch, R. Liesenfeld (2012)
Intra-Daily Volatility Spillovers between the US and German Stock MarketsERN: Other Econometrics: Applied Econometric Modeling in Financial Economics - Econometrics of Financial Markets (Topic)
T. Opler, S. Titman (1993)
The determinants of leveraged buyout activity : Free cash flow vs. financial distress costsJournal of Finance, 48
Chih-Chiang Wu, Shin-Shun Liang (2011)
The economic value of range-based covariance between stock and bond returns with dynamic copulas ☆Journal of Empirical Finance, 18
R. Engle, B. Kelly (2011)
Dynamic EquicorrelationJournal of Business & Economic Statistics, 30
Journal of Finance, 56
Journal of Applied Econometrics, 21
The purpose of this paper is twofold: to improve the traditional conditional autoregressive Wishart (CAW) and heterogeneous autoregressive (HAR)-CAW model to account for heterogeneous leverage effect and to adjust the high-frequency volatility. The other is to confirm whether CAW-type models that have statistical advantages have economic advantages.Design/methodology/approachBased on the high-frequency data, this study proposed a new model to describe the volatility process according to the heterogeneous market hypothesis. Thus, the authors acquire needed and credible high-frequency data.FindingsBy designing two mean-variance frameworks and considering several economic performance measures, the authors find that compared with five other models based on daily data, CAW-type models, especially LHAR-CAW and HAR-CAW, indeed generate the substantial economic values, and matrix adjustment method significantly improves the three CAW-type performances.Research limitations/implicationsThe findings in this study suggest that from the aspect of economics, LHAR-CAW model can more accurately built the dynamic process of return rates and covariance matrix, respectively, and the matrix adjustment can reduce bias of realized volatility as covariance matrix estimator of return rates, and greatly improves the performance of unadjusted CAW-type models.Practical implicationsCompared with traditional low-frequency models, investors should allocate assets according to the LHAR-CAW model so as to get more economic values.Originality/valueThis study proposes LHAR-CAW model with the matrix adjustment, to account for heterogeneous leverage effect and empirically show their economic advantage. The new model and the new bias adjustment approach are pioneering and promote the evolution of financial econometrics based on high-frequency data.
China Finance Review International – Emerald Publishing
Published: Aug 16, 2019
Keywords: Economic value; Portfolio optimization; CAW model; Mean-variance analysis
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