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DeepVaR: a framework for portfolio risk assessment leveraging probabilistic deep neural networks
Georgios Fatouros1,2, Georgios Makridis1, Dimitrios Kotios1
1Department of Digital Systems, University of Piraeus, Karaoli and Dimitriou 80, 18534 Piraeus, Greece.
This study introduces a novel probabilistic deep learning approach for more efficient Value at Risk (VaR) calculations, especially during economic turmoil. The method shows promising results for forex portfolio risk management.
Area of Science:
- Financial Risk Management
- Quantitative Finance
- Machine Learning in Finance
Background:
- Financial institutions face significant challenges in determining and minimizing risk exposure.
- Value at Risk (VaR) is a prevalent risk assessment metric, but its efficiency falters during economic crises.
- Existing VaR models struggle to provide accurate predictions during volatile market conditions like the 2008 crisis and the COVID-19 pandemic.
Purpose of the Study:
- To introduce a novel probabilistic deep learning approach for enhanced risk monitoring.
- To leverage time-series forecasting for efficient portfolio risk assessment.
- To improve the accuracy and efficiency of Value at Risk (VaR) calculations.
Main Methods:
- Development of a probabilistic deep learning model.
- Application of time-series forecasting techniques.
- Evaluation and comparison against prominent VaR calculation methods.
Main Results:
- The proposed deep learning approach demonstrates high potential for efficient portfolio risk monitoring.
- Promising results were achieved for Value at Risk (VaR) 99% calculations.
- The model outperformed existing methods in specific scenarios, particularly for forex-based portfolios.
Conclusions:
- The probabilistic deep learning approach offers a more efficient and robust method for VaR calculation.
- This technique shows significant promise for improving financial risk management, especially in volatile markets.
- The study highlights the potential of advanced machine learning techniques in addressing limitations of traditional financial risk models.
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