A COMPARATIVE STUDY OF MARKET RISK MEASUREMENT MODELS FOR THE CHINESE STOCK MARKET

Authors

  • Boris Ivanovich Sokolov Department of Credit Theory and Financial Management, Faculty of Economics, Saint Petersburg State University
  • Wenyi Zhang Department of Credit Theory and Financial Management, Faculty of Economics, Saint Petersburg State University

DOI:

https://doi.org/10.18623/rvd.v23.n3.4368

Keywords:

Stock Market Risk, Var Model, Cvar Model, Risk Measurement, Market Volatility, Liquidity Risk

Abstract

The purpose of this study is to compare two major risk measurement models in financial markets—the Value at Risk (VaR) model and the Conditional Value at Risk (CVaR) model—and to evaluate their effectiveness and limitations in stock market risk management. First, through an in-depth analysis of the theoretical foundations of stock market risk, the paper clarifies the importance of risk for investment decision-making, in particular its impact on asset allocation and risk management strategies. The findings show that VaR, as a traditional risk measurement tool, is simple and convenient and enables a rapid assessment of market risk; however, when confronted with extreme tail events it exhibits certain shortcomings and cannot fully capture the true risk of extreme losses. By contrast, CVaR, by focusing on tail risk, makes it possible to identify potential extreme losses more accurately; especially during periods of sharp market volatility, its early-warning function substantially outperforms VaR. In the empirical part of the article, historical data for the Shanghai A-share index are used. The GARCH-M model is applied to estimate VaR and CVaR, and their values are compared when measuring stock market risk. The results indicate that, at the same confidence level, CVaR is always greater than VaR, which further confirms the advantage of CVaR in reflecting risk losses more accurately, especially tail risk. Overall, this study not only provides a theoretical basis for risk management in financial markets, but also offers recommendations for improving risk measurement methods in the stock market, emphasizing the need to account for tail risk when making investment decisions. The conclusions have important reference value for investors seeking to develop more scientifically grounded risk control strategies in a dynamic market environment.

References

1. Zhang, Yanwen. Research on Extreme Risk Measurement and Jump Spillover Effects between China’s Stock and Foreign Exchange Markets under Trade Friction Shocks [D]. Supervisor: Pan Qunxing. Nanjing University of Finance and Economics, 2021.

2. Tang, Yiming; Ma, Xiaohe; Yang, Hang. Study on the Impact of Investor Sentiment on Returns of the Chinese Stock Market—Based on a VAR Model [J]. Modern Business, 2021, (33): 127–129.

3. Zhang, Ping; Wang, Yashi; Wu, Qinyu. Measuring Systemic Risk Contributions Using the CoG VaR Method (in English) [J]. Journal of the University of Science and Technology of China, 2021, 51(06): 475–484.

4. Sheng, Kang. Measurement of Interest Rate Risk in Commercial Banks Based on Combined Forecasting of VaR and ES [J]. Modern Business, 2022, (02): 62–64.

5. Zhang, Qingye; Sun, Yifu. A Risk Model for Portfolio Power Purchasing of Electricity Price-Sensitive Users Based on CVaR [J]. Journal of Xinyang Normal University (Natural Science Edition), 2023, 36(02): 233–238.

6. Guo, Chuanfeng. Risk Measurement Based on the RDEU Model [D]. Supervisor: Mao Tiantian. University of Science and Technology of China, 2021.

7. Sun, Ling; Li, Guangze. The Impact of Longevity Risk on the Basic Medical Insurance Pooling Fund—A Comprehensive Assessment Based on VaR and CVaR Models [J]. Finance Theory and Practice, 2021, 42(04): 39–47.

8. Grout, P. A.; Zalewska, A. Stock market risk in the financial crisis [J]. International Review of Financial Analysis, 2016, 46(1): 326–345.

9. Gagnon, M. H.; Power, G. J.; Toupin, D. International stock market cointegration under the risk-neutral measure [J]. International Review of Financial Analysis, 2016, 47(10): 243–255.

10. Anggraeni, W.; Andri, K. B.; Sumaryanto; Mahananto, F. The performance of ARIMAX model and vector autoregressive (VaR) model in forecasting strategic commodity price in Indonesia [J]. Procedia Computer Science, 2017, 124(12): 189–196.

11. Wei, Wei; Guo, Shiping. Analysis of an Early-Warning Indicator System for Risks in China’s Stock Market [J]. Journal of Shenzhen University, 2017(2): 109–116.

12. Markowitz, H. Portfolio Selection [J]. Journal of Finance, 1952: 77–91.

13. Wang, Peng; Wu, Jinyan. Risk Contagion Analysis between the Shanghai and Hong Kong Stock Markets from the Perspective of Co-Higher-Order Moments [J]. Journal of Management Science in China, 2018(6): 29–42.

14. Allen, M. Building a role model [J]. Risk, 1994, 7(9): 73–80.

15. Jorion, P. Value at Risk: The New Benchmark for Controlling Market Risk [M]. Irwin Professional Publishing, 1997.

16. Beder, T. S. VaR: Seductive but dangerous [J]. Financial Analysts Journal, 1995, 51(5): 12–24.

17. Dowd, K. Beyond Value at Risk: The New Science of Risk Management [M]. Chichester: Wiley, 1998.

18. Favre, L.; Galeano, J. A. Mean-modified value-at-risk optimization with hedge funds [J]. The Journal of Alternative Investments, 2002, 5(2): 21–25.

19. Xiong, Qiyang. Value-at-Risk (VaR) Measurement and Empirical Analysis of Individual Stocks—Based on the GARCH Model and Historical Simulation Method [J]. China Management Informationization, 2021, 24(13): 151–153.

20. Ge, Chengyu. A Comparative Study of Market Risk in Joint-Stock Commercial Bank Stocks Based on the VaR–GARCH Model [J]. China Business and Trade, 2021, (06): 60–63.

21. Ye, Zhi’ang; Jin, Yunfei. Dependence Structure of Tail Risk and Risk Spillovers among Futures Commodities and the Stock Market—Based on the VineCopula–CoVaR Model [J]. Regional Financial Research, 2022, (04): 65–74.

22. Bergk, Kerstin; Brandtner, Mario; Kürsten, Wolfgang. Portfolio selection with tail nonlinearly transformed risk measures—a comparison with mean-CVaR analysis [J]. Quantitative Finance, 2021, 21(6).

23. Shi, Yi; Zhou, Lili; Yu, Menglu; Yang, Xingze; Huang, Yingbang; Ma, Shengwei; Wu, Qia’er. Risk Forecasting of Crude Oil Freight Rate Volatility Based on a VAR Model [J]. Pearl River Shipping, 2023, (11): 43–45.

24. Cao, Jie; Lei, Lianghai; Lei, Qiran. Superposition Effects of International Stock Markets on Risk Spillovers to China’s Stock Market—Based on the FNAC-ΔCoES Model [J]. Management Review, 2023, 35(03): 49–60.

25. Wang, Wensheng; Bao, Zhiyu. Measurement of Financial Risk of Listed Construction Companies—Based on the GARCH-MIDAS-VaR Model [J]. Journal of Hangzhou Dianzi University (Social Sciences), 2023, 19(05): 1–8+28.

26. Wang, Anguo. Research Status and Prospects of Risk Measurement Models for Carbon Emissions Trading [J]. China Business and Trade, 2023, (22): 109–114.

27. Xing, Keke; Hong, Zhenmu. Portfolio Risk Measurement of Crude Oil, Gold, and the U.S. Dollar—Based on the Copula–VaR Model [J]. Journal of Chifeng University (Natural Science Edition), 2021, 37(02): 50–56.

28. Li, Jia. Research on a Portfolio Selection Model Based on Sparse Optimization and CVaR Risk Measurement [D]. Supervisor: Jia Chuanliang. Central University of Finance and Economics, 2022.

29. Chen, Pengyu. A Study of Stock Market Returns Based on the VAR–Prophet Model [J]. China Management Informationization, 2023, 26(20): 141–144.

30. Yao, Aiping; Ding, Xiaowen. An Effectiveness Study of Risk Measurement in China’s Iron Ore Futures Market Based on the GARCH–VaR Model [J]. Business Research, 2021, 28(02): 44–54.

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Published

2026-01-26

How to Cite

Sokolov, B. I., & Zhang, W. (2026). A COMPARATIVE STUDY OF MARKET RISK MEASUREMENT MODELS FOR THE CHINESE STOCK MARKET. Veredas Do Direito, 23, e234368. https://doi.org/10.18623/rvd.v23.n3.4368