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Updated: Aug 23, 2025

An R-Based Landscape Validation of a Competing Risk Model
Published on: September 16, 2022
Robust portfolio optimization for banking foundations: a CVaR approach for asset allocation with mandatory
Maria Cristina Arcuri1,2, Gino Gandolfi1,2, Fabrizio Laurini1
1Department of Economics and Management, University of Parma, Via J.F. Kennedy 6, 43125 Parma, Italy.
This study introduces a robust conditional value-at-risk (R-CVaR) asset allocation strategy for long-term investors. The R-CVaR approach outperforms traditional Markowitz portfolios, offering better risk-adjusted returns and accounting for tail risk.
Area of Science:
- Finance
- Investment Management
- Risk Management
Background:
- Endowments and Italian foundations of banking origin (FBOs) require specialized asset allocation strategies.
- Long-term investors face unique challenges including regulatory constraints and tail risk.
- Traditional Markowitz models may not fully address the needs of risk-averse, long-term investors.
Purpose of the Study:
- To develop and evaluate an innovative asset allocation strategy for long-term investors.
- To optimize portfolio choices for FBOs considering regulatory constraints.
- To compare the performance of a robust conditional value-at-risk (R-CVaR) approach against the Markowitz model.
Main Methods:
- Implementation of a robust conditional value-at-risk (R-CVaR) approach.
- Analysis of risk-adjusted performances under different risk profiles.
- Comparison with the Markowitz portfolio model using a buy and hold strategy.
Main Results:
- The R-CVaR approach demonstrates superior risk-adjusted returns compared to the Markowitz portfolio.
- The R-CVaR model effectively accounts for tail risk, a limitation in traditional models.
- Performance improvements were observed even when measured by the mean-variance metric.
Conclusions:
- The R-CVaR strategy offers a more effective asset allocation for long-term investors like FBOs.
- This approach enhances portfolio optimization by addressing tail risk and regulatory considerations.
- R-CVaR provides a robust alternative to traditional mean-variance optimization for specific investor types.
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