Expanding portfolio diversification through cluster analysis beyond traditional volatility

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The study reviews the application of machine learning tools in financial investment portfolio management, focusing on cluster analysis for asset allocation, diversification, and risk optimization. The paper aims to explore the use of clustering analysis to broaden the concept of portfolio diversification beyond traditional volatility metrics. An open dataset from Yahoo Finance includes a ten-year historical period (2014–2024) of 130 actively traded securities from international stock markets used. Dataset selection prioritizes top liquidity and trading activity. Python analytical tools were employed to clean, process, and analyze the data. The methodology combines classical Markowitz optimization with clustering analysis techniques, highlighting variance-return trade-offs. Various asset characteristics, including annualized return, standard deviation, Sharpe ratio, correlation with indices, skewness, and kurtosis, were incorporated into the clustering models to reveal hidden patterns and groupings among financial assets. Results show that while clustering enhances insights into asset diversity, classical approaches remain historically superior in optimizing risk-adjusted returns. This study concludes that clustering complements, rather than replaces, classical methods by broadening the understanding of diversification and addressing many diversity factors, such as metrics of the technical, graphical, and fundamental analysis. The paper also introduces the diversity rate based on clustering, which measures the variance balance by all features within and between clusters, providing a broader perspective on diversification beyond traditional metrics. Future research should investigate dynamic clustering techniques, integrate fundamental economic indicators, and develop adaptive models for effective portfolio management in evolving financial markets.

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    • Figure 1. Flowchart of the research
    • Figure 2. Efficient frontier and simulated portfolio risk-return trade-off
    • Figure 3. Hierarchical clustering dendrogram for portfolio assets using Ward’s method
    • Table 1. Performance and diversification metrics for optimized portfolios (classical optimization method) from January 1, 2014 to December 1, 2024
    • Table 2. Cluster Centroids: annualized mean and standard deviation
    • Table 3. Cluster-based analysis and portfolio comparison of selected assets
    • Data curation
      Mykhailo Kuzheliev
    • Investigation
      Mykhailo Kuzheliev, Dmytro Zherlitsyn, Alina Nechyporenko
    • Methodology
      Mykhailo Kuzheliev, Dmytro Zherlitsyn, Ihor Rekunenko
    • Project administration
      Mykhailo Kuzheliev, Ihor Rekunenko
    • Supervision
      Mykhailo Kuzheliev
    • Writing – original draft
      Mykhailo Kuzheliev, Dmytro Zherlitsyn, Ihor Rekunenko
    • Conceptualization
      Dmytro Zherlitsyn
    • Software
      Dmytro Zherlitsyn, Ihor Rekunenko, Sergii Stabias
    • Visualization
      Dmytro Zherlitsyn, Alina Nechyporenko
    • Formal Analysis
      Ihor Rekunenko, Alina Nechyporenko, Sergii Stabias
    • Validation
      Ihor Rekunenko, Sergii Stabias
    • Resources
      Alina Nechyporenko, Sergii Stabias
    • Writing – review & editing
      Alina Nechyporenko, Sergii Stabias