본문 바로가기
KERD
논문KCI 등재

한국 KOSPI시장의 GARCH-VaR 측정모형 및 분포간 성과평가에 관한 연구:롱 및 숏 포지션 전략을 중심으로

Comparing Among GARCH-VaR Models and Distributions from Korean Stock Market (KOSPI):Focusing on Long and Short Positions

0

조회

0

다운로드

6

인용

0

참고문헌

키워드

주제분류경영학

초록

본 논문은 1980년 1월부터 2004년 9월까지 한국 거래소 시장수익률을 이용하여 RiskMetrics, GARCH, IGARCH, GJR, APARCH 등의 모형에 정규분포, 스튜던트 t분포, 왜도 스튜던트 t분포 등을 이용하여 어느 분포를 가진 모형이 보다 더 정확한 VaR을 추정할 수 있는지를 실증검증 하였다. 실증결과 표본 내 검증 시 모든 신뢰수준(90%~99.9%)에서 롱 포지션 전략에서는 λ=0.87를 가진 IGARCH 모형 및 왜도 스튜던트 t분포가 가장 우월하며, 숏 포지션 전략에서는 GARCH 및 GJR 모형이 그리고 왜도 스튜던트 t분포가 가장 우월하였고, 99% 이상의 신뢰수준에서는 또한 λ=0.87를 가진 IGARCH 모형이 롱 및 숏 포지션 양 전략에서 우월하였다. 또한 분포의 경우 롱 포지션에서 왜도 스튜던트 t분포, 숏 포지션에서 스튜던트 t분포가 가장 우월하였다. 표본 외 검증에서도 동일한 결과를 제시하고 있다.

Abstract

This paper examines and estimates GARCH-VaR models (RiskMetrics, GARCH, IGARCH, GJR and APARCH) with three different distributions such as Gaussian normal, Student-t, Skewness Student-t Distribution using the daily price data from Korean Stock Market during Jan. 1, 1980-Sept. 30, 2004. It also compares them. In-sample test, this finds that for all confidence level as 90%~99.9%, the performance and accuracy of IGARCH with λ=0.87 and skewness Student-t distribution are superior to other models and distributions in long position, but GARCH and GJR with Skewness Student-t distribution in short position. For above 99% confidence level, the performance and accuracy of IGARCH with λ=0.87 in both long and short positions are superior to other models and distributions, but Skewness Student-t distribution for long position and Student-t distribution for short position are more accuracy and superior to other distributions. In-out-of sample test, these results also confirm the evidences that the above findings are consistent as well.

참고문헌 (27)

  1. 김상덕, "비모수적 접근방법론을 이용한 VaR 추정", 금융연구, 15(2), pp.87~113 (2002)
  2. 유진, "KOSDAQ50 기업들의 VaR:가격제한 제도하의 VaR 추정", 증권학회지, pp.73~98 (2002)
  3. 이광로, "GARCH 모형에 의한 VaR 모형의 환위험 예측력 비교분석", 대한경영학회지, 18(1), pp.1~20 (2005)
  4. 이준행, "VaR 측정치의 백테스트와 VaR 모형의 적정성 평가", 선물연구, pp.81~106 (2000)
  5. 유일성, "국내금융자산의 시장위험 추정에 있어서 ARCH류 모형의 유용성 평가", 재무관리논총, 11(1), pp.157~176 (2002)
  6. Bollerslev, T., "Generalized Autoregressive Conditional Heteroskedasticity", Journal of Econometrics, 31, pp.307~327 (1986)
  7. Danielsson, J, "Forecasting extreme financial risk:A critical analysis of practical methods for the Japanese market", Monetary and Economic Studies, 18, pp.25~48 (2000)
  8. Ding Z., "A long memory property of stock market returns and a new model", Journal of Empirical Finance, 1, pp.83~106 (1993)
  9. Engle, R. F., "Autoregressive conditional heteroscedasticity with estimates of the variance of United Kingdom inflation", Econometrica, 50, pp.987~1007 (1982)
  10. Fernandez, C, "On Bayesian modeling of fat tails and skewness", Journal of the American Statistical Association, 93, pp.359~371 (1998)
  11. Giot, P, "Value-at-Risk for long and short positions", Journal of Applied Econometrics, 18, pp.641~664 (2003)
  12. Glosten, L., "On the relation between the expected value and the volatility of the nominal excess return on stocks", Journal of Finance, 48, pp.1779~1801 (1993)
  13. Greenspan,Alan, "Discussion at Federal Reserve Bank of Kansas City symposium", Maintaining Financial Stability in a Global Economy (1997)
  14. Hansen B. E., "Autoregressive conditional density estimation", International Economic Review, 35, pp.705~730 (1994)
  15. Hendricks,D, "Evaluation of Value-at-Risk models using historical data", Federal Reserve Bank of New York Economic Policy Review (1996)
  16. Hull, J, "Value at Risk when daily changes in market variables are not normally distributed", Journal of Derivatives, 5(1), pp.9~19 (1998)
  17. Hull, J, "Incorporating Volatility Updating into the Historical Simulation Method for VaR", The Journal of Risk, 1, pp.5~19 (1998)
  18. Hung, Y. Chung, "Value-at-Risk analysis for Taiwan Stock Index Futures:Fat Tails and Conditional Asymmetries in Return Innovations", Review of Quantitative Finance and Accounting, 22, pp.79~95 (2004)
  19. Kupiec, P., "Techniques for Verifying the Accuracy of Risk Measurement Models", Journal of Derivative, 2, pp.73~84 (1995)
  20. Lambert P, "Modeling skewness dynamics in series of financial data, Discussion paper, Institut de Statistique, Louvain-la-Neuve", ~ (2000)
  21. Lambert P, "Modelling financial time series using GARCH-type models and a skewed Student density" (2001), Universite de Liege
  22. Longerstaey, J, "RiskMetrics-Technical Document, Riskmetrics Group, J.P. Morgan", ~ (1995)
  23. Lopez, J. A., "Methods for Evaluating Value-at-Risk Estimates, Federal Reserve Bank of New York Research Paper, 9802", ~ (1998)
  24. Mittnik, S, "Conditional Density and Value-at-Risk prediction of Asian Currency Exchange Rates", Journal of Forecasting, 19, pp.313~333 (2000)
  25. Minnich, M., "A Primer on Value at Risk:Perspectives on Interest Rate Risk Management for Money Managers and Traders", 39~50 (1998)
  26. Paolella M. S., "Using flexible GARCH models with asymmetric distributions, Working paper" (1997), Institute of Statistics and Econometrics Christian Albrechts University at Kiel
  27. Van den Goorbergh, R., "Value-at-risk analysis of stock returns, historical simulation, variance techniques or tail index estimation?” De Nederlandse Bank staff Report, 40", ~ (1999)

관련 논문AI추천

이 간행물의 다른 논문 (6건)