2021
DOI: 10.1002/for.2821
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The global latent factor and international index futures returns predictability

Abstract: This study investigates whether the global latent factor estimated using the three‐pass regression filter (TPRF) contains useful information for the development of a long‐short strategy for international index futures returns. Our results show that the long‐short portfolio strategy based on the TPRF forecast can provide higher excess profits than other competing approaches. We also find that the results remain unchanged within good and bad market conditions, the performance of the long‐short portfolio being be… Show more

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Cited by 3 publications
(3 citation statements)
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“…Therefore, if factors related to proxy variables can be extracted, the accuracy of predictions can undoubtedly be improved. Chang et al (2022) find that the global potential factors constructed based on TPRF contain useful information for formulating long-short strategies for the returns of international index futures. The specifications of TPRF are as follows:…”
Section: Tprf Regressionmentioning
confidence: 98%
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“…Therefore, if factors related to proxy variables can be extracted, the accuracy of predictions can undoubtedly be improved. Chang et al (2022) find that the global potential factors constructed based on TPRF contain useful information for formulating long-short strategies for the returns of international index futures. The specifications of TPRF are as follows:…”
Section: Tprf Regressionmentioning
confidence: 98%
“…Therefore, if factors related to proxy variables can be extracted, the accuracy of predictions can undoubtedly be improved. Chang et al (2022) find that the global potential factors constructed based on TPRF contain useful information for formulating long‐short strategies for the returns of international index futures. The specifications of TPRF are as follows: Step 1 : Perform regressions of GSVIi.t1 ${{GSVI}}_{i.t-1}$ on RVt ${{RV}}_{t}$ for each keyword i $i$, where1emRVt $\,{{RV}}_{t}$ denotes the realized volatility. GSVIi,t1=αi+φiRVt+ei,t. ${{GSVI}}_{i,t-1}={\alpha }_{i}+{\varphi }_{i}{{RV}}_{t}+{e}_{i,t}.$…”
Section: Constructing the Oil Security Attention Indexmentioning
confidence: 99%
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