CVaR-based risk parity model with machine learning

IF 5.3 2区 经济学 Q1 BUSINESS, FINANCE
Jiliang Sheng , Lanxi Chen , Huan Chen , Yunbi An
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引用次数: 0

Abstract

This study proposes a risk parity model based on conditional value-at-risk (CVaR), enhanced by integrating machine learning techniques into dynamic portfolio optimization. The CVaR-based risk parity (CVaR-RP) model allocates portfolio tail risk among assets evenly to mitigate downside risk. To enhance the CVaR-RP's predicting accuracy and adaptability to changing market conditions, we use a two-stage training approach within machine learning algorithms to forecast asset price movements. Portfolios are dynamically rebalanced based on these predictions to optimize the trade-off between risk mitigation and return maximization. Numerical analysis shows that the CVaR-RP strategy outperforms volatility-based risk parity and equal-weight strategies. Specifically, with machine learning-driven predictions and dynamic weight adjustments, the CVaR-RP achieves a higher Sharpe ratio, reduced maximum drawdown, and improved Calmar ratio. This research highlights the effectiveness of integrating machine learning methods into CVaR-RP strategies in enhancing returns and mitigating downside risk.
基于cvar的风险奇偶模型与机器学习
本研究提出了一个基于条件风险值(CVaR)的风险平价模型,并通过将机器学习技术集成到动态投资组合优化中来增强该模型。基于cvar的风险平价(CVaR-RP)模型将投资组合尾部风险均匀地分配到资产之间,以减轻下行风险。为了提高CVaR-RP的预测准确性和对不断变化的市场条件的适应性,我们在机器学习算法中使用两阶段训练方法来预测资产价格走势。根据这些预测动态地重新平衡投资组合,以优化风险降低和回报最大化之间的权衡。数值分析表明,CVaR-RP策略优于基于波动率的风险平价和等权策略。具体来说,通过机器学习驱动的预测和动态权重调整,CVaR-RP实现了更高的Sharpe比率,减少了最大降差,并提高了Calmar比率。本研究强调了将机器学习方法集成到CVaR-RP策略中在提高回报和减轻下行风险方面的有效性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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来源期刊
Pacific-Basin Finance Journal
Pacific-Basin Finance Journal BUSINESS, FINANCE-
CiteScore
6.80
自引率
6.50%
发文量
157
期刊介绍: The Pacific-Basin Finance Journal is aimed at providing a specialized forum for the publication of academic research on capital markets of the Asia-Pacific countries. Primary emphasis will be placed on the highest quality empirical and theoretical research in the following areas: • Market Micro-structure; • Investment and Portfolio Management; • Theories of Market Equilibrium; • Valuation of Financial and Real Assets; • Behavior of Asset Prices in Financial Sectors; • Normative Theory of Financial Management; • Capital Markets of Development; • Market Mechanisms.
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