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    KCI등재 SCOPUS

    마코프전환 멀티프랙탈(Markov Switching Multifractal) 모형을 이용한 KOSPI200 수익률의 장기변동성 예측성과 비교

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    https://www.riss.kr/link?id=A103374356

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    다국어 초록 (Multilingual Abstract) kakao i 다국어 번역

    Volatility clustering, long memory, regime change, and the presence of outliers are wellknown stylized facts of volatility of financial time series. This paper estimates the volatility model of KOSPI200 index returns using a Markov switching multifractal (MSM) model that is known to capture these characteristics with relatively small number of parameters and compares its multi-horizon forecasting performance with that of popular competing models such as a standard GARCH model and Markov switching GARCH model. Using the sample period covering from January 2, 2003 to December 30, 2014, this paper finds that the MSM model outperforms competing models in terms of both in-sample goodness of fit and out-of-sample forecasting performance. Particularly, the forecasting performance tends to become more prominent as the forecasting horizon increases. As a byproduct the MSM model allows KOSPI200 return volatility to be decomposed into short-term and medium- to long-term volatility components. The examination of computed volatility components suggests that the nature and effect of volatilities due to the 2008 global financial crisis and 2011 European sovereign debt crisis are quite different: in addition to the increase in short- and medium-term volatilities, the low-frequency longterm volatility is also increased during the former crisis period resulting in Korean stock market shifting into the higher volatility state, whereas the shift in the volatility state is not observed during the latter crisis period implying that the effect of European debt crisis to Korean stock market was big, but only transitory.
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    Volatility clustering, long memory, regime change, and the presence of outliers are wellknown stylized facts of volatility of financial time series. This paper estimates the volatility model of KOSPI200 index returns using a Markov switching multifrac...

    Volatility clustering, long memory, regime change, and the presence of outliers are wellknown stylized facts of volatility of financial time series. This paper estimates the volatility model of KOSPI200 index returns using a Markov switching multifractal (MSM) model that is known to capture these characteristics with relatively small number of parameters and compares its multi-horizon forecasting performance with that of popular competing models such as a standard GARCH model and Markov switching GARCH model. Using the sample period covering from January 2, 2003 to December 30, 2014, this paper finds that the MSM model outperforms competing models in terms of both in-sample goodness of fit and out-of-sample forecasting performance. Particularly, the forecasting performance tends to become more prominent as the forecasting horizon increases. As a byproduct the MSM model allows KOSPI200 return volatility to be decomposed into short-term and medium- to long-term volatility components. The examination of computed volatility components suggests that the nature and effect of volatilities due to the 2008 global financial crisis and 2011 European sovereign debt crisis are quite different: in addition to the increase in short- and medium-term volatilities, the low-frequency longterm volatility is also increased during the former crisis period resulting in Korean stock market shifting into the higher volatility state, whereas the shift in the volatility state is not observed during the latter crisis period implying that the effect of European debt crisis to Korean stock market was big, but only transitory.

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    참고문헌 (Reference)

    1 오갑진, "한국주식시장의 장기기억상관성: DFA방법을 중심으로" 3 (3): 135-145, 2004

    2 엄철준, "주식가격변화의 장기기억속성 존재 및 영향요인에 대한 실증연구" 한국재무관리학회 24 (24): 63-89, 2007

    3 장경천, "주식 수익률의 카오스적 특성에 관한 실증연구" 한국증권학회 30 : 99-130, 2002

    4 박재곤, "장기기억 속성을 이용한 주가 변동성예측에 관한 연구" 한국금융학회 23 (23): 33-62, 2009

    5 장국현, "우리나라 주가수익률의 이분산성과 국면전환에 관한 연구" 3 (3): 35-57, 1997

    6 이일균, "분수차분 장기기억과정과 증권의 가격 결정" 20 (20): 95-126, 2001

    7 최영수, "변동성 측정방법에 따른 KOSPI200 지수의 변동성 예측 비교" 한국통계학회 17 (17): 293-308, 2010

    8 정희수, "변동성 측정방법에 따른 KOSPI200 실현변동성 예측력 비교" 37 (37): 285-329, 2012

    9 김지혜, "변동성 추정 모형과 실증성과에 관한 연구" 한국파생상품학회 23 (23): 73-97, 2015

    10 류두진, "변동성 예측모형의 실증성과에 관한 연구: 미국시장을 중심으로" 한국금융공학회 11 (11): 59-82, 2012

    1 오갑진, "한국주식시장의 장기기억상관성: DFA방법을 중심으로" 3 (3): 135-145, 2004

    2 엄철준, "주식가격변화의 장기기억속성 존재 및 영향요인에 대한 실증연구" 한국재무관리학회 24 (24): 63-89, 2007

    3 장경천, "주식 수익률의 카오스적 특성에 관한 실증연구" 한국증권학회 30 : 99-130, 2002

    4 박재곤, "장기기억 속성을 이용한 주가 변동성예측에 관한 연구" 한국금융학회 23 (23): 33-62, 2009

    5 장국현, "우리나라 주가수익률의 이분산성과 국면전환에 관한 연구" 3 (3): 35-57, 1997

    6 이일균, "분수차분 장기기억과정과 증권의 가격 결정" 20 (20): 95-126, 2001

    7 최영수, "변동성 측정방법에 따른 KOSPI200 지수의 변동성 예측 비교" 한국통계학회 17 (17): 293-308, 2010

    8 정희수, "변동성 측정방법에 따른 KOSPI200 실현변동성 예측력 비교" 37 (37): 285-329, 2012

    9 김지혜, "변동성 추정 모형과 실증성과에 관한 연구" 한국파생상품학회 23 (23): 73-97, 2015

    10 류두진, "변동성 예측모형의 실증성과에 관한 연구: 미국시장을 중심으로" 한국금융공학회 11 (11): 59-82, 2012

    11 김명직, "금융시계열분석" 경문사 2002

    12 황성원, "국면전환 GARCH 모형을 이용한 변동성 구조 분석 및 예측에 관한 실증 연구" 한국증권학회 40 (40): 171-194, 2011

    13 Calvet L. E, "What is Beneath the Surface? Option Pricing with Multifrequency Latent States" 187 : 498-511, 2015

    14 Patton, A, "Volatility Forecast Comparison Using Imperfect Volatility Proxies" 160 : 246-256, 2011

    15 Calvet, L. E, "Volatility Comovement: A Multifrequency Approach" 31 : 179-215, 2006

    16 Lux, T, "The Markov-Switching Multifractal Model of Asset Returns: GMM Estimation and Linear Forecasting of Volatility" 26 : 194-210, 2008

    17 Mandelbrot, B. B, "The Fractal Geometry of Nature" W. H. Freeman and Co 1982

    18 Ryden, T, "Stylized Facts of Daily Return Series and the Hidden Markov Model" 13 : 217-244, 1998

    19 Calvet, L. E, "Staying on Top of the Curve: A Cascade Model of Term Structure Dynamics" 2013

    20 Lux, T, "Relative Forecasting Performance of Volatility Models: Monte Carlo Evidence" 13 (13): 1375-1394, 2013

    21 Chuang, W, "Predicting Volatility Using the Markov-Switching Multifractal Model: Evidence from S&P 100 Index and Equity Options" 25 : 168-187, 2013

    22 Lamoureux, C. G, "Persistence in Variance, Structural Change, and the GARCH Model" 8 : 225-234, 1990

    23 Bollerslev, T, "Periodic Autoregressive Conditional Heteroskedasticity" 14 : 139-157, 1996

    24 Shephard, N, "Partial Non-Gaussian State Space" 81 : 115-131, 1994

    25 Calvet, L. E, "Multifrequency News and Stock Returns" 86 : 178-212, 2007

    26 Gray, S. F, "Modeling the Conditional Distribution of Interest Rates as a Regime-Switching Process" 42 : 27-62, 1996

    27 Filip, Ž, "Modeling and Forecasting Persistent Financial Durations" 2014

    28 Lux, T, "Modeling and Forecasting Crude Oil Price Volatility: Evidence from Historical and Recent Data" University of Kiel 2015

    29 Segnon, M, "Modeling and Forecasting Carbon Dioxide Emission Allowance Spot Price Volat ility: Multifractal vs. GARCH-type Volatility Models" 46-, 2015

    30 Rivers, D, "Model Selection Tests for Nonlinear Dynamic Models" 5 : 1-39, 2002

    31 Idier, J, "Long-term vs. Short-term Comovements in Stock Markets: The Use of Markov-switching Multifractal Models" 17 : 27-48, 2011

    32 Kang, S. H, "Long Memory Properties in Return and Volatility:Evidence from the Korean Stock Market" 385 : 591-600, 2007

    33 Kang, S. H, "Long Memory Features in the High Frequency Data of the Korean Stock Market" 387 : 5189-5196, 2008

    34 김상환, "KOSPI200 변동성 예측성과:주기적 모형추정과 다기간 예측" 한국재무관리학회 32 (32): 187-213, 2015

    35 Klaassen, F, "Improving GARCH Volatility Forecasts with Regime-switching GARCH" 27 : 363-394, 2002

    36 Calvet, L. E, "How to Forecast Long-run Volatility: Regimeswitching and the Estimation of Multifractal Processes" 2 : 49-83, 2004

    37 Liu, R, "Higher Dimensional Multifractal Processes: A GMM Approach" University of Kiel 2007

    38 Bollerslev, T, "Handbook of Econometrics 4" North Holland 2959-3038, 1994

    39 Bollerslev, T, "Generalized Autoregressive Conditional Heteroskedasticity" 31 : 307-327, 1986

    40 Baillie, R, "Fractionally Integrated Generalized Autoregressive Conditional Heteroskedasticity" 74 : 3-30, 1996

    41 Mandelbrot, B. B, "Fractals: Form, Chance and Dimension" W. H. Freeman and Co 1977

    42 Peters, E, "Fractal Market Analysis-Applying Chaos Theory to Investment and Analysis" John Wiley and Sons, Inc 1994

    43 Nasr, A. B, "Forecasting the Volatility of the Dow Jones Islamic Stock Market Index: Long-Memory vs. Regime-Switching" University of Pretoria 2014

    44 Lux, T, "Forecasting Volatility and Volume in the Tokyo Stock Market : Long Memory, Fractality and Regime Switching" 31 : 1808-1843, 2007

    45 Marcucci, J, "Forecasting Stock Market Volatility with Regime-switching GARCH Models" 9 : 1-53, 2005

    46 Calvet, L. E, "Forecasting Multifractal Volatility" 105 : 27-58, 2001

    47 Wang, Y, "Forecasting Crude Oil Market Volatility: A Markov Switching Multifractal Volatility Approach" 32 : 1-9, 2016

    48 Fama, E. F, "Efficient Capital Markets: A Review of Theory and Empirical Work" 25 : 383-417, 1970

    49 Diebold, F. X, "Comparing Predictive Accuracy" 13 (13): 253-263, 1995

    50 Engle, R. F, "Autoregressive Conditional Heteroskedasticity with Estimates of the Variance of U. K. Inflation" 50 : 987-1008, 1982

    51 Hamilton, J. D, "Autoregressive Conditional Heteroskedasticity and Changes in Regime" 64 : 307-333, 1994

    52 Newey, W, "Automatic Lag Selection in Covariance Matrix Estimation" 61 : 631-654, 1994

    53 Andersen, T. G, "Answering the Critics: Yes ARCH Models Do Provide Good Volatility Forecasts" 39 : 885-905, 1998

    54 Pagan, A. R, "Alternative Models for Conditional Stock Volatility" 50 : 267-290, 1990

    55 Newey, W, "A Simple, Positive Semi-Definite, Heteroskedasticity and Autocorrelation Consistent Covariance Matrix" 55 : 703-708, 1987

    56 Hamilton, J. D, "A New Approach to the Economic Analysis of Nonstationary Time Series and the Business Cycle" 57 : 357-384, 1989

    57 Chen, F, "A Markov-Switching Multifractal Inter-trade Duration Model, with Application to US Equities" 177 : 320-342, 2013

    58 Turner, C. M, "A Markov Model of Heteroskedasticity, Risk, and Learning in the Stock Market" 25 : 3-22, 1989

    59 Ding, Z, "A Long Memory Property of Stock Market Returns and a New Model" 1 : 83-106, 1993

    60 Dacorogna, M, "A Geographical Model for the Daily and Weekly Seasonal Volatility in the Foreign Exchange Market" 12 : 413-438, 1993

    61 Idier, J, "(Re)correlation: A Markov Switching Multifractal Model with Time Varying Correlations" Banque de France 2009

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