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Kaur, Parmjit, Mattera, Raffaele and Scepi, Germana (2025) Time series clustering for high-dimensional portfolio selection: a comparative study. Soft Computing. ISSN 1432-7643 (In Press)
In high-dimensional portfolio selection, traditional asset allocation techniques often yield suboptimal results out-of-sample, while equally weighted portfolios have shown better performances in such scenarios. To leverage the advantages of diversification while addressing the course of dimensionality, we turn to clustering techniques. Specifically, we explore the application of k-means clustering for time series, which offers a clear financial interpretation as the prototype of each cluster represents an equally weighted portfolio of the assets within the cluster. In this paper, we conduct a comprehensive comparison of various time series clustering techniques in the context of portfolio performance. By evaluating the out-of-sample performance of portfolios constructed using different clustering approaches, we aim to identify the most effective method for investment purposes.
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