Community Detection in Cryptocurrencies with Potential Applications to Portfolio Diversification
J. Gavin, M. Crane

TL;DR
This paper analyzes cryptocurrency return correlations using Random Matrix Theory and community detection to identify groups and construct a portfolio with high-value coins, demonstrating potential for investment strategies.
Contribution
It introduces a novel combination of RMT, Louvain community detection, and PCA for portfolio construction in cryptocurrencies, validated across different datasets.
Findings
Cross-correlation matrix deviates from RMT assumptions, indicating genuine information.
Community detection reveals 15 meaningful cryptocurrency groups.
Portfolio based on these groups outperforms market rankings.
Abstract
In this paper, the cross-correlations of cryptocurrency returns are analysed. The paper examines one years worth of data for 146 cryptocurrencies from the period January 1 2019 to December 31 2019. The cross-correlations of these returns are firstly analysed by comparing eigenvalues and eigenvector components of the cross-correlation matrix C with Random Matrix Theory (RMT) assumptions. Results show that C deviates from these assumptions indicating that C contains genuine information about the correlations between the different cryptocurrencies. From here, Louvain community detection method is applied as a clustering mechanism and 15 community groupings are detected. Finally, PCA is completed on the standardised returns of each of these clusters to create a portfolio of cryptocurrencies for investment. This method selects a portfolio which contains a number of high value coins when…
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Taxonomy
MethodsPrincipal Components Analysis
