• 通讯作者: 潘和平(1961-),男(汉族),陕西西安人,重庆金融学院智能金融研究中心主任,教授,博士生导师,研究方向:证券投资、智能金融,E-mail:[email protected]. E-mail:[email protected] 基金资助:
    国家社会科学基金资助项目(17BGL231)
    动态投资组合策略

    Abstract: A new 2-level dynamic portfolio management strategy for stock investment is proposed in this paper. First of all, industrial sectors are selected according to their relative strength in terms of adaptive beta coefficients. Then stocks of the selected sectors are grouped into a stock portfolio which is managed through a dynamic multi-period mean-variance model. This dynamic model uses the classic mean-variance theory as the kernel, and the model parameters-the portfolio weights-are solved out using the data from the immediate preceding period with a certain length L. The portfolio with the solved weights is then held on for the immediate follow-up period with a certain length H. These two exogenous parameters (L, H) are optimized through historical data. This dynamic portfolio management strategy has been tested using historical data from the Chinese stock market, showing better performance than passive index-tracking investment strategies in three performance appraisal metrics (including annualized returns, risk-adjusted returns and prediction market return). In particular, the dynamic portfolio strategy can earn better excess risk-adjusted returns. The 2-level dynamic portfolio strategy provides a computationally feasible and operationally reliable stock portfolio management approach.
    All in all, a quantitative and dynamic asset management methodology for investors is proposed in this paper. On one hand, it verifies the Chinese stock market is ineffective; on the other hand, it can help investors decide how to allocate their wealth.

    Key words: adaptive beta coefficient, quantitative investment strategy, mean-variance model, dynamic portfolio strategy [1] Markowitz H. Portfolio selection[J]. Journal of Finance, 1952, 7(1):77-91.
    [2] Lintner J. The valuation of risk assets and the selection of risky investments in stock portfolios and capital budgets[J]. Reviews of Economics and Statistics, 1965, (2):13-37.
    [3] Sharpe W F. Capital asset process:A theory of market equilibrium under condition of risk[J]. Journal of Finance, 1964, (19):425-442.
    [4] Mossin J. Equilibrium in a capital asset market[J]. Econometrica, 1966, 34(4):768-783.
    [5] Zhou X Y, Li D. Continuous-time mean-variance portfolio selection:A stochastic LQ framework[J]. Applied Mathematics & Optimization, 2000, (42):19-33.
    [6] Li D, Ng W L. Optimal dynamic portfolio selection:Multi-period mean-variance formulation[J]. Mathematical Finance, 2000, 10(3):387-406.
    [7] Merton R C. Lifetime portfolio selection under uncertainty:The continuous-time case[J]. Review of Economics and statistic, 1969, 51(3):247-257.
    [8] Hakansson N H. Optimal investment and consumption strategies under risk for a class of utility functions[J]. Econometrica, 1970, 38(5):587-607.
    [9] Richardson H R. A minimum variance result in continuous trading portfolio optimization[J]. Management Science, 1989, 35(9):1045-1055.
    [10] Barberis N. Investing for the long run when returns are predictable[J]. The Journal of Finance, 2000, 55(1):225-264.
    [11] 许云辉, 李仲飞. 基于收益序列相关的动态投资组合选择-动态均值-方差模型[J]. 系统工程理论与实践, 2008, (8):123-131.
    [12] 李仲飞, 姚海祥. 不确定退出时间和随机市场环境下风险资产的动态投资组合选择[J].系统工程理论与实践, 2014,(11):2737-2747.
    [13] 孙万贵. 不完全市场中动态资产分配[J].应用数学学报, 2006, 29(1):166-174.
    [14] 余敏秀, 费为银, 吕会影. 模型不确定环境下最优动态投资组合问题的研究[J].中国科学技术大学学报, 2014, 44(3):194-202.
    [15] 王秀国, 王义东. 基于随机基准的动态均值-方差投资组合选择[J]. 控制与决策, 2014, 29(3):499-505.
    [16] 周忠宝, 刘佩, 喻怀宁, 等. 考虑交易成本的多阶段投资组合评价方法研究[J].中国管理科学, 2015, 23(5):1-6.
    [17] 张鹏, 张卫国, 张逸菲. 具有最小交易量限制的多阶段均值-半方差投资组合优化[J].中国管理科学, 2016, 24(7):11-17.
    [18] Pan Heping, Sornette D, Kortanek K. Intelligent finance -an emerging direction[J]. Quantitative Finance, 2006, 6(4):273-277.
    [19] Pan Heping. A basic theory of intelligent finance[J].New Mathematics and Natural Computation, 2011, 7(2):197-227.
    [20] 刘世平. 大数据在金融行业实用案例剖析:系列之二[M]. 北京:经济科学出版社, 2017.
    [21] Blume M E. On the assessment of risk[J]. Journal of Finance, 1971, 26(1):1-10.
    [22] 靳云汇, 李学. 中国股市β系数的实证研究[J].数量经济技术经济研究, 2000, (1):18-23.
    [23] 赵景文. 中国A股股票相邻两期β系数稳定性的Chou检验[J]. 数理统计与管理, 2005, 24(6):107-112.
    [24] 苏卫东, 张世英. 上海股市β系数的稳定性检验[J]. 预测, 2002, 21(2):44-47.
    [25] Kim M K, Zumwalt J K. An analysis of risk in bull and bear market[J]. Journal of Financial Quantitative Analysis, 1979, 14(5):1015-1025.
    [26] 周静, 罗乐. Adjexpectile风险测度的性质、优化及资产配置的应用[J].中国管理科学, 2018, 26(5):51-61. 地址:北京市海淀区中关村东路55号 北京8712信箱《中国管理科学》编辑部 邮编:100190
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