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  • 學位論文

避險基金指數之風險值探討

The Value at Risk Analysis of Hedge Fund Index

指導教授 : 邱建良
共同指導教授 : 陳玉瓏(Yu-Lung Chen)

摘要


本文採用RiskMetrics模型與GARCH模型及馬可夫轉換模型估算避險基金指數之風險值,並進一步以RiskMetrics模型與GARCH模型及馬可夫轉換模型所估出之風險值進行比較,用以探討何種模型有較佳的預測能力及績效,使投資大眾於面臨風險時,能正確的評估與控管,以避免承擔超過預期的損失,實證結果如下: 1.由回溯測試的結果可知,RiskMetrics模型與GARCH模型及馬可夫轉換模型都能有效的估計風險值,風險控管能力均有一定的水準,其中又以馬可夫轉換模型在信心水準99%表現最佳。 2.就均方差標準根檢定而言,馬可夫轉換模型的表現為三模型中最優異的,推斷其原因為馬可夫模型採用馬可夫鏈做為狀態轉換的機制,相較於RiskMetrics模型與GARCH模型,更能夠考慮資料序列前後期狀態與相關訊息,進而對報酬分配有較精確的掌握。

並列摘要


This paper investigates the Valu-at-Risk(VaR) of returns on hedge fund indexes using the RiskMetrics , the GARCH and the Markov Switching Models. Furthermore, we compared the Valu-at-Risk(VaR) between the RiskMetrics , the GARCH and the Markov Switching Models. The purpose is to find out which of three models has better prediction and performance for investors to evaluate and to take control in order to avoid unexpected lost while minimizing damage. The result of this study shows the following: 1.The back-test shows that the RiskMetrics model, the GARCH model and the Markov Switching Model can estimate Valu-at-Risk(VaR) effectively which proves that the ability to control risk is at a good standard. Besides, the empirical results show Markov Switching Model can capture the distribution better than the others with a 99% confidence level under the back-test. 2.According to the RMSE, the Markov Switching Model erforms better than either the GARCH model or the RiskMetrics model. We infer that the Markov Switching Model can well capture the distribution resulting from the adoption of the transformation mechanism of Markov chain. The Markov chain contains more relative information of time serial data than other models do.

並列關鍵字

VaR RiskMetrics GARCH Markov Switching Model

參考文獻


1.李吉元(2003),「風險值限制下最適資產配置」,國立成功大學財務金融研究所碩士論文。
2.沈大白、柯瓊鳳、鄒武哲,(1998),「風險值衡量模式之探討 -以台灣上市公司權益證券為例」,東吳經濟商學學報,第二十二期,頁57-76。
Technology.
15.Alexander, C. O. and C. T. Leigh(1997), “On the Covariance Matrices Used in Value at Risk Models,” Journal of Derivatives, Spring, pp. 50-62.
16.Alizadeh, A. and N. Nomikos(2004), ”A Markov Regime Switching Approach for Hedging Stock Indices”, Journal of Futures Markets, Vol. 24, No. 7, pp. 649-674.

被引用紀錄


陳伯杰(2014)。最小變異數避險組合的避險效益:以布蘭特原油為例〔碩士論文,淡江大學〕。華藝線上圖書館。https://doi.org/10.6846/TKU.2014.01108

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