When “time varying” volatility meets “transaction cost” in portfolio selection

We propose a new strategy for mean–variance portfolio selection that tackles transaction costs and change detection in covariance matrix simultaneously. The new strategy solely rebalances the portfolio when change points are detected in the covariance matrix, striking an optimal trade-off between re...

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Bibliographic Details
Published inJournal of empirical finance Vol. 73; pp. 220 - 237
Main Authors Qiao, W., Bu, D., Gibberd, A., Liao, Y., Wen, T., Li, E.
Format Journal Article
LanguageEnglish
Published Elsevier B.V 01.09.2023
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Summary:We propose a new strategy for mean–variance portfolio selection that tackles transaction costs and change detection in covariance matrix simultaneously. The new strategy solely rebalances the portfolio when change points are detected in the covariance matrix, striking an optimal trade-off between rebalancing the portfolio to capturing the recent information in return data and avoiding excessive trading. Our empirical results suggest favorable out-of-sample performance of the new strategy in terms of portfolio variance, portfolio turnovers and portfolio sharpe ratio with transaction cost. We also show that these gains come from the improved accuracy for covariance matrix prediction and the ability for tracking significant changes in covariance matrix. •A new method is proposed for mean-variance portfolio selection.•It mainly tackles the transaction cost reduction and change detection in covariance matrix.•The new method achieves out-of-sample performance improvement.
ISSN:0927-5398
1879-1727
DOI:10.1016/j.jempfin.2023.06.006