On the Persistence Tests of Hedge Funds’ Abnormal Returns under Different Factor Models ─ the Bayesian Approach versus the OLS Approach
碩士 === 國立中興大學 === 統計學研究所 === 100 === The main thrust of this study is to test the performance of hedge funds reported by Hedge Fund Research, Inc. The HFR hedge funds dataset spans a period from June 1994 to May 2011, and contains a total of 8920 hedge funds. We apply the ordinary least square metho...
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ndltd-TW-100NCHU53370162018-04-10T17:21:59Z http://ndltd.ncl.edu.tw/handle/v4hu9m On the Persistence Tests of Hedge Funds’ Abnormal Returns under Different Factor Models ─ the Bayesian Approach versus the OLS Approach 探討不同因子模型下避險基金異常報酬持續性─貝氏估計法 v.s 最小平方法 Wei-Tse Hsiao 蕭瑋澤 碩士 國立中興大學 統計學研究所 100 The main thrust of this study is to test the performance of hedge funds reported by Hedge Fund Research, Inc. The HFR hedge funds dataset spans a period from June 1994 to May 2011, and contains a total of 8920 hedge funds. We apply the ordinary least square method and the Bayesian approach to identify hedge funds with statistically significant abnormal returns under different factor models, and test whether the abnormal returns persist in the future. Furthermore, we compare these two methods to see which one is more powerful. We find that the Bayesian approach is more predictable than the OLS method for relatively short sample periods. Our results are robust to the selection of the cutting point dividing the out-of-sample period from the in-sample period. In addition, Fung and Hsieh’s seven-factor model performs best among all factor models investigated. Ying-Lin Hsu 許英麟 2012 學位論文 ; thesis 77 zh-TW |
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碩士 === 國立中興大學 === 統計學研究所 === 100 === The main thrust of this study is to test the performance of hedge funds reported by Hedge Fund Research, Inc. The HFR hedge funds dataset spans a period from June 1994 to May 2011, and contains a total of 8920 hedge funds. We apply the ordinary least square method and the Bayesian approach to identify hedge funds with statistically significant abnormal returns under different factor models, and test whether the abnormal returns persist in the future. Furthermore, we compare these two methods to see which one is more powerful. We find that the Bayesian approach is more predictable than the OLS method for relatively short sample periods. Our results are robust to the selection of the cutting point dividing the out-of-sample period from the in-sample period. In addition, Fung and Hsieh’s seven-factor model performs best among all factor models investigated.
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Ying-Lin Hsu |
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Ying-Lin Hsu Wei-Tse Hsiao 蕭瑋澤 |
author |
Wei-Tse Hsiao 蕭瑋澤 |
spellingShingle |
Wei-Tse Hsiao 蕭瑋澤 On the Persistence Tests of Hedge Funds’ Abnormal Returns under Different Factor Models ─ the Bayesian Approach versus the OLS Approach |
author_sort |
Wei-Tse Hsiao |
title |
On the Persistence Tests of Hedge Funds’ Abnormal Returns under Different Factor Models ─ the Bayesian Approach versus the OLS Approach |
title_short |
On the Persistence Tests of Hedge Funds’ Abnormal Returns under Different Factor Models ─ the Bayesian Approach versus the OLS Approach |
title_full |
On the Persistence Tests of Hedge Funds’ Abnormal Returns under Different Factor Models ─ the Bayesian Approach versus the OLS Approach |
title_fullStr |
On the Persistence Tests of Hedge Funds’ Abnormal Returns under Different Factor Models ─ the Bayesian Approach versus the OLS Approach |
title_full_unstemmed |
On the Persistence Tests of Hedge Funds’ Abnormal Returns under Different Factor Models ─ the Bayesian Approach versus the OLS Approach |
title_sort |
on the persistence tests of hedge funds’ abnormal returns under different factor models ─ the bayesian approach versus the ols approach |
publishDate |
2012 |
url |
http://ndltd.ncl.edu.tw/handle/v4hu9m |
work_keys_str_mv |
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