2022
DOI: 10.2139/ssrn.4229499
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When Bayes-Stein Meets Machine Learning: A Generalized Approach for Portfolio Optimization

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Cited by 3 publications
(1 citation statement)
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“…Recent studies on longer data find that mean-variance models might be superior to the naive approach for asset allocation, which is primarily because estimation errors are lower for asset classes than for individual assets. Furthermore, in-depth studies show that the basic Bayes-Stein framework cannot offer better out-of-sample performance [Board and Sutcliffe, 1994], but the generalized version, enhanced with the use of machine learning, can offer better out-of-sample performance than the 1/N strategy [Gounopoulos et al, 2022], which is also true for sophisticated portfolio techniques that control for estimation errors.…”
Section: Portfolio Optimization and Diversificationmentioning
confidence: 99%
“…Recent studies on longer data find that mean-variance models might be superior to the naive approach for asset allocation, which is primarily because estimation errors are lower for asset classes than for individual assets. Furthermore, in-depth studies show that the basic Bayes-Stein framework cannot offer better out-of-sample performance [Board and Sutcliffe, 1994], but the generalized version, enhanced with the use of machine learning, can offer better out-of-sample performance than the 1/N strategy [Gounopoulos et al, 2022], which is also true for sophisticated portfolio techniques that control for estimation errors.…”
Section: Portfolio Optimization and Diversificationmentioning
confidence: 99%