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Statistical Learning based Portfolio Optimization

<p align="center"> <img src="Hierachical Asset Structure.png" alt="Hierarchical Asset Structure" style="width:100%"> </p> <p align="center"> <i>Exemplary Hierarchical Asset Structure</i> </p>

This R Shiny application utilizes the Hierarchical Equal Risk Contribution (HERC) approach, a modern portfolio optimization method developed by Raffinot (2018). It combines the unique strengths of the pioneering Hierarchical Risk Parity (HRP) method by López de Prado (2016) and Hierarchical Clustering-Based Asset Allocation (HCAA) method by Raffinot (2017).

Traditional portfolio optimization suffers from significant instability, primarily due to modeling the vector space of return series as a fully connected graph, where each node can potentially substitute for another. This complicated structure magnifies minute estimation errors, leading to unstable solutions. Hierarchical clustering-based tree structures address this issue by eliminating irrelevant links.

As far as I know, there is no other correct implementation of this methodology in R.

User Input

Output

The optimal linkage criterion is estimated based on the agglomerative coefficient.

Feature Pipeline

As soon as I find the time, I will make the app more visually appealing and add more features. These include the following: