用户名: 密码: 验证码:
基于定单流的证券投资策略研究
详细信息    本馆镜像全文|  推荐本文 |  |   获取CNKI官网全文
摘要
Markowitz和Tobin提出均值-方差模型,标志着现代证券投资组合理论发展的开端。从此,各国学者对均值-方差模型进行了深入的研究,以均值-方差模型为基础建立了不同的投资组合,提出了不同的投资策略。另一方面,金融市场微观结构理论的发展,为证券投资组合理论的发展提供了新的发展方向。作为市场微观结构理论的一个核心变量——定单流,不仅具有明确、直观的涵义,而且能够刻画资金的流向,具有丰富的信息含量,反映了投资者的投资组合再平衡行为。因此,本文利用定单流刻画资金的流向,选择投资股票和板块,构建基于定单流的证券投资策略,分析投资策略的风险,为证券投资者的投资策略提供参考,指导投资者的投资决策。
     首先,本文引入定单流刻画资金的净流入和净流出,根据资金的流向选择股票和板块,提出了基于定单流的股票和板块选择方法。采用事件研究法分析了证券分析师推荐股票和板块的总体特征。根据这些特征,采用朴素贝叶斯分类(NaiveBayes Classifier,简称NBC)方法分别将深证成指指数股票和所有板块分为符合这些特征的股票和板块以及不符合这些特征的股票和板块,筛选出符合这些特征的股票和板块,计算其收益率,并与证券分析师推荐的股票和板块收益率以及深证成指指数收益率进行比较分析。实证结果显示,基于定单流的股票和板块选择方法获得的收益率比分析师推荐的股票和板块收益率更高,也比指数的收益率更高,并能获得显著的超额收益率。
     其次,本文将定单流引入证券投资策略的构建中,提出了基于定单流的静态投资策略。从投资者期望效用最大化角度,将定单流引入投资组合模型,根据定单流指标确定组合权重,构建基于定单流的证券投资组合模型。在只含有风险资产以及同时含有风险资产和无风险资产两种情况下,通过数学推导,得到基于定单流的证券投资组合模型的最优投资权重。在此基础上,提出基于定单流的静态投资策略,根据定单流指标确定投资策略的最优权重。选取深市A股前30只股票进行实证分析,结果表明根据定单流指标确定投资权重,能取得比均值-方差模型和市场指数更高的投资收益。
     再次,考虑多个投资时期,从投资者期望效用最大化角度,引入定单流指标建立含有交易成本的多期动态投资组合模型。在各个投资时期,根据定单流冲击系数动态调整组合权重。采用数学推导求解动态组合投资模型的最优权重。然后,提出基于定单流的动态投资策略,根据定单冲击系数动态调整投资策略的投资权重。选取深市A股前30只股票进行实证分析,结果表明基于定单流的动态投资策略不仅能跑赢市场指数,而且能获得比均值-方差投资组合更好的投资收益。
     最后,本文分析了基于定单流的证券投资策略的风险。基于定单流,提出定单冲击系数,构建定单冲击系数与收益率的二元GARCH模型,检验定单冲击系数与收益率之间的波动溢出效应。在此基础上,根据定单冲击系数的波动分析收益率的波动,分析基于定单流的证券投资策略的风险。将深证综指指数股票分为高定单冲击系数组合与低定单冲击系数组合,比较不同定单冲击系数组合的风险,并进行评价。结果表明,收益率与定单冲击系数之间存在双向波动溢出效应;高定单冲击系数组合的收益率比低定单冲击系数组合更高,但是其风险也更大,说明本文构建的基于定单流的证券投资策略在获得高收益的同时,也承担着高风险。评价结果显示,与低定单冲击系数投资组合相比,高定单冲击系数投资组合能获得更高的风险溢价。
Markowitz and Tobin proposed the Mean-variance model, marking the beginningof the development of modern portfolio theory. Since then, scholars from variouscountries have deeply studied the Mean-variance model, constructed differentportfolios based on the Mean-variance model and proposed different investmentstrategies. On the other hand, the development of financial market microstructuretheory provides a new direction for the development of portfolio theory. As a corevariable of the market microstructure theory, order flow not only has a clear andintuitive meaning, but also can characterize the flow of funds, has a wealth ofinformation content, and reflects investor's portfolio rebalancing. Therefore, this paperuses order flow to depict the flow of funds, choose stocks and plate to invest, build onthe portfolio investment strategies based on order flow, and analyze the risk ofinvestment strategies. This can provide a reference for the equity investors and guideinvestors’ investment decisions.
     Firstly, this paper introduces order flow to depict the net inflow and net outflow offunds, and selects stocks and plates according to the flow of funds, proposes the stockand plate selection method based on order flow. This paper uses event study to analyzethe general characteristics of stocks and plates that securities analysts recommend.Based on these characteristics, this paper uses the Naive Bayes Classifier (NBC) toclassify Shenzhen Component Index stock and all the plates into sections in line withthese characteristics or not. We screen stocks and plates that meet these characteristics,calculate their return, and compare it with the return of stocks and plates that analystsrecommend and the Shenzhen Component index return. The empirical results showthat the return obtained by the stock and plate selection method based on order flow ishigher than the stocks and plates analysts recommend. Also, it is higher than the indexreturn, and can gain significant excessive return.
     Secondly, this paper introduces order flow into the establishment of securitiesinvestment strategy, and puts forward the static investment strategy based on orderflow. From the perspective of investors’ expected utility maximization, this paper introduces order flow into the portfolio model, determine the portfolio weightsaccording to order flow indicator, and build the portfolio model based on order flow.Through mathematical derivation, we obtain optimal weights of the securityinvestment portfolio under two conditions of only contained risky assets and containedboth risk assets and risk-free asset. On this basis, the paper proposes static investmentstrategy based on order flow, and determines the optimal weight of the staticinvestment strategy according order flow indicator. Selecting30stocksfrom the Shenzhen A shares to empirically analyze, the results show that determiningthe investment weights according to order flow indicator, we can obtain higherinvestment return than the Mean-variance model and the market index.
     Thirdly, considering various investment period, from the perspective of investors’expected utility maximization, this paper introduces order flow indicator, buildsmulti-period dynamic portfolio model with transaction costs. In each Investmentperiod, we dynamically adjust portfolio weights according to the order flow impactcoefficient. We use mathematical derivation to solve the optimal weights of thedynamic portfolio model. Then we propose the dynamic investment strategy based onorder flow, and dynamically adjust the investment weights according to order flowimpact coefficient. Selecting30stocks from the Shenzhen A shares for empiricalanalysis, the results show that the dynamic investment strategy based on order flow notonly can beat the market index, but also can get higher return than the Mean-varianceportfolio.
     Finally, this paper analyzes the risk of the securities investment strategies basedon order flow. Based on order flow, we propose the order impact coefficient, andconstruct the binary GARCH model of order impact coefficient and return to testvolatility spillover between order impact coefficient and return. On this basis, weanalyze the volatility of return according to the volatility of order flow impactcoefficient, then analyze the risk of the securities investment strategies based on orderflow. The Shenzhen Composite Index stocks are divided into high and low orderimpact coefficient stock portfolios. This paper compares the risk of different orderimpact coefficient stock portfolios, and does an evaluation. The results show that thereis bi-dictional volatility spillover effect between the return and order impact coefficient.The return of high order impact coefficient stock portfolio is higher, but its risk is higher. This indicates that the securities investment strategies based on order flowconstructed in this paper can gain higher return, it also bears a higher risk meantime.Evaluation results show that compared with low order impact coefficient stockportfolio, high order impact coefficient stock portfolio can gain higher risk premium.
引文
[1] Tuttle, Gauger. Wealth and the distribution of income: Permanent and transitory effects.Review of Income and Wealth,2006,52(4):493-508.
    [2] Dvornak, Kohler. Housing wealth, stock market wealth and consumption: A panel analysis forAustralia.2007,86(261):117–130.
    [3] Paiella. The stock market, housing and consumer spending: A survey of the evidence onwealth effects. Journal of Economic Surveys,2009,23(5):947-973.
    [4] Shirvani. The wealth effect of the stock market revisited. Journal of Applied BusinessResearch,18(2):201-228.
    [5]唐绍祥,蔡玉程,解梁秋.我国股市的财富效应——基于动态分布滞后模型和状态空间模型的实证检验.数量经济技术经济研究,2008,(6):79-89.
    [6]俞静,徐斌.中国股票市场财富效应的实证检验.中央财经大学学报,2009,(6):31-36.
    [7]张鑫,徐璋勇.中国股票市场财富效应的实证研究.西安石油大学学报(社会科学版),2011,20(1):28-34.
    [8] Markowitz. Portfolio selection. Journal of Finance,1952,7(1):77-91.
    [9] Markowitz. Portfolio selection: Efficient diversification of investments. New York: JohnWiley&Sons,1959.
    [10] Tobin. Liquidity preference as behavior towards risks. Review of Economic Studies,1958,25(2):65-86.
    [11] J. Mao. Models of capital budgeting, E-V vs E-S. Journal of Financial and Quantitive Analysis,1970,4(5):657-675.
    [12] Xiaoxia Huang. Mean-semivariance models for fuzzy portfolio selection. Journal ofComputational and Applied Mathematics,2008,217(1):1-8.
    [13] J. Estrada. Mean-Semivariance optimization: A heuristic approach. Journal of AppliedFinance,18(1):57-72.
    [14] Konno, Suzuki. A mean-variance-skewness portfolio optimization model. Journal of theOperations Research Society of Japan,1995,38(2),173-187.
    [15] Chunhachinda, Dandapani, Hamid, et al. Portfolio selection and skewness: evidence frominternational stock markets. Journal of Banking&Finance,1997,21(2):143-167.
    [16] Mencía, Sentana. Multivariate location-scale mixtures of normals and mean-variance-skewness portfolio allocation. Journal of Econometrics,2009,153(2):105-121.
    [17] Pindoriya, S.N. Singh, S.K. Singh. Multi-objective mean-variance-skewness model forgeneration portfolio allocation in electricity markets,2010,80(10):1314-1321.
    [18] Pyle, Turnovsky. Safety-first and expected utility maximization in mean-standard deviationportfolio analysis. Review of Economics&Statistics,1970,52(1):75-81.
    [19] H. Levy, M. Levy. The safety first expected utility model: Experimental evidence andeconomic implications. Journal of Banking&Finance,2009,33(8):1494-1506.
    [20] Blume, Mackinlay, Terker. Order imbalances and stock price movements on October19and20,1987. Journal of Finance,1989,44(4):827-848.
    [21] Brown, Walsh, Yuen. The interaction between order imbalance and stock price. Pacific-BasinFinance Journal,1997,5(5):539-557.
    [22] Chordia, Roll, Subrahmanyam. Order imbalance, liquidity, and market returns. Journal ofFinancial Economics,2000,65(1):111-130.
    [23] Chordia, Subrahmanyam. Order imbalance and individual stock returns: Theory and evidence.Journal of Financial Economics,2004,72(3):485-518.
    [24]丁剑平,曾芳琴.“指令流”的再“分解”研究——外汇市场微观结构理论的新发展.国际金融研究,2005,(11):48-54.
    [25]郑重.指令流:外汇市场研究的重要变量.海南金融,2007,(11):40-43.
    [26] Amihud, Mendelson. Market microstructure and securities values: Evidence from the Tel AvivStock Exchange. Journal of Financial Economics,1997,45(3):365-390.
    [27] A. Watanabe, M. Watanabe. Time-varying liquidity risk and the cross section of stock.Review of Financial Studies,2008,21(6):2449-2486.
    [28] N. Garleanu. Portfolio choice and pricing in illiquid markets. Journal of Economic Theory,2009,144(2):532-564.
    [29] G. Flores, A. Rubio, Gonzalo. Portfolio choice and the effects of liquidity. Working paper,Universitat Pompeu Fabra,2010.
    [30]徐丽梅,吴光伟.引入流动性的证券投资组合模型构建与实证分析.系统工程理论与实践,2007,(6):15-20.
    [31] Underwood S. The cross-market information content of stock and bond order flow. Journal ofFinancial Markets,2009,12(2):268-289.
    [32] M. O’Hara. Market microstructure theory. Cambridge, MA: Blackwell Publishers,1996:1-200.
    [33] Demsetz. The cost of transacting. The Quarterly Journal of Economics,1968,82(1):33-53.
    [34] Garman. Market Microstructure. Journal of Financial Economics,1976,3(3):257-275.
    [35] Goldman, Beja. Market prices vs. equilibrium prices: Retrurns’ variance, serial correlation,and the role of the specialist. The Journal of Finance,1979,34(3):5959-607.
    [36] Cohen, Hawawini, Maier, et al. Implications of microstructure theory for empirical researchon stock price behavior. The Journal of Finance,1980,35(2):249-257.
    [37] Morse, Ushman. The effect of information announcements on the market microstructure. TheAccounting Review,1983,58(2):247-258.
    [38] Amihud, Mendelson. Market microstructure and price discovery on the Tokyo StockExchange. Japan and the World Economy,1989,1(4):341-370.
    [39] Reinganum. Market microstructure and asset pricing: An empirical investigation of NYSE andNASDAQ securities. Journal of Financial Economics,1990,28(1):127-149.
    [40] Amihud, Mendelson, Murgia. Stock market microstructure and return volatility: Evidencefrom Italy. Journal of Banking&Finance,1990,14(2):423-440.
    [41] Lease, Masulis, Page. An investigation of market microstructure impacts on event studyreturns. The Journal of Finance,1991,46(4):1523-1536.
    [42] Huang, Stoll. Market microstructure and stock return predictions. Review of Financial Studies,1994,7(1):179-213.
    [43] M. O’Hara. Making market microstructure matter. Financial Management,1999,28(2):83-90.
    [44] Awartani, Corradi, Distaso. Assessing Market Microstructure Effects via Realized VolatilityMeasures with an Application to the Dow Jones Industrial Average Stocks. Journal ofBusiness and Economic,2009,27(2):251-265.
    [45] JH Yeh, JN Wang. Correcting microstructure comovement biases for integrated covariance.Finance Research Letters,2010,7(3):184-191.
    [46] Amihud, Mendelson. Dealership market: Market-making with inventory. Journal of FinancialEconomics,1980,8(1):31-53.
    [47] Ho, Stoll. Optimal dealer pricing under transactions and return uncertainty. Journal ofFinancial Economics,1981,9(1):47-73.
    [48] Ho, Stoll. The dynamics of dealer markets under competition. Journal of Finance,1983,38(4):1053-1074.
    [49] Spulber. Market microstructure and intermediation. The Journal of Economic Perspectives,1996,10(3):135-152.
    [50] Bollen, Smith, Whaley. Modeling the bid/ask spread: measuring the inventory-holing premium.Journal of Financial Economics,2004,72(1):97-141.
    [51] Manaster, Mann. Life in the pits: competitive market making and inventory control. Review ofFinancial Studies,1996,9(3):953-975.
    [52] Massa, Simonov. Reputation and interdealer trading: a microstructure analysis of the Treasurybond market. Journal of Financial Markets,2003,6(2):99-141.
    [53] Bagehot. The only game in town. Financial Analysts Journal,1971,27(1):12-14.
    [54] Copeland, Galai. Information effects on the bid-ask spread. The Journal of Finance,1983,38(5):1457-1469.
    [55] Glosten, Milgrom. Bid, ask and transaction prices in a specialist market with heterogeneouslyinformed traders. Journal of Financial Economics,1985,14(1):71-100.
    [56] Easley, O’Hara. Price, trade size, and information in securities markets. Journal of FinancialEconomics,1987,19(1):69-90.
    [57] Easley, O’Hara, Srinivas. Option volume and stock prices: Evidence on where informedTraders Trade. The Journal of Finance,1998,53(2):431-465.
    [58] Kaniel, H. Liu. So what orders do informed traders use? Journal of Business,2006,74(4):1867-1914.
    [59] Goettler, Parlour, Rajan. Informed traders and limit order markets. Journal of FinancialEconomics,2009,93(1):67-87.
    [60] Harrison, Kreps. Speculative investor behavior in a stock market with heterogeneousexpectations. The Quarterly Journal of Economics,1978,92(2):323-336.
    [61] Harris, Raviv. Differences of opinion make a horse race. Review of Financial Studies,1993,6(3):473-506.
    [62] Kandel, Pearson. Differential interpretation of public signals and trade in speculative markets.The Journal of Political Economy,1995,103(4):831-872.
    [63] Odean. Volume, volatility, price, and profit when all traders are above average,1998,53(6):1887-1934.
    [64] Kandel, Zilberfarb. Differential interpretation of information in inflation forecasts. TheReview of Economics and Statistics,81(2):217-226.
    [65] Hong, Stein. Differences of opinion, short-sales constraints, and market crashes. Review offinancial studies,2003,16(2):487-525.
    [66] Handa, Schwartz, Tivari. Quote setting and price formation in an order driven market. Journalof Financial Markets,2003,6(4):461-489.
    [67] Foucault. Order flow composition and trading costs in dynamic limit order markets. Journal ofFinancial markets,1999,2(2):99-134.
    [68] Vega. Stock price reaction to public and private information. Journal of Financial Economics,2006,82(1):103-133.
    [69] Easley, O'Hara. Time and the process of security price adjustment. The Journal of finance,1992,47(2):577-605.
    [70] D. Hong, H. Hong, Ungureanu. An epidemiological approach to opinion and price-volumedynamics. Working paper,2011.
    [71] Madhavan, Smidt. A Bayesian model of intraday specialist pricing. Journal of FinancialEconomics,1991,30(1):99-134.
    [72] Madhavan, Sofianos. An empirical analysis of NYSE specialist trading. Journal of FinancialEconomics,1998,48(2):189-210.
    [73] Chan. The price impact of trading on the stock exchange of Hong Kong. Journal of FinancialMarkets,2000,3(1):1-16.
    [74] L. Ding. Bid-ask spread and order size in the foreign exchange market: an empiricalinvestigation. International Journal of Finance&Economics,2009,14(1):98-105.
    [75] Corwin, Schultz. A simple way to estimate bid-ask spreads from daily high and low prices.Journal of Finance,2011, forthcoming.
    [76]屈文洲,吴世农.中国股票市场微观结构的特征分析——买卖报价价差模式及影响因素的实证研究.经济研究,2002,(1):56-63.
    [77]杨朝军,孙培源,施东晖.微观结构、市场深度与非对称信息:对上海股市日内流动性模式的一个解释.世界经济,2002,(11):53-58.
    [78]杨之曙,姚松瑶.沪市买卖价差和信息性交易实证研究.金融研究,2004,(4):45-56.
    [79]许敏,刘善存.不同类型知情者信息性交易概率及噪声问题.系统工程,2009,27(6):31-37.
    [80]朱元琪,刘善存.交易信息含量与资产定价:来自A股的经验证据.系统工程,2010,28(6):1-8.
    [81]周开国,何兴强,柴俊.股票交易活跃性、流动性与基于信息的交易——对H股的微观结构分析.财经问题研究,2006,(8):50-59.
    [82]谭地军,田益祥,黄文光.有信息冲击、无信息冲击与波动率非对称性.管理工程学报,2009,23(2):92-98.
    [83]王春峰,张亚楠,房振明.知情交易概率和交易活跃程度的日内动态关系.系统工程,2009,27(7):7-13.
    [84]许敏,刘善存.交易者市场到达率及影响因素研究.管理科学学报,2010,13(1):85-94.
    [85] Brandt, Kavajecz. Price discovery in the US Treasury market: The Impact of orderflow andliquidity on the yield curve. Journal of Finance,2004,59(6):2623-2654.
    [86] Pasquariello, Vega. Informed and strategic order flow in the bond markets. Review ofFinancial Studies,2007,20(6):1975-2019.
    [87] Sharpe. A simplified model for portfolio analysis. Management science,1963,9(2):277-293.
    [88] Sharpe. Capital asset prices: A theory of market equilibrium under conditions of risk. Journalof Finance,1964,19(91):425-442.
    [89] Lintner. The valuation of risk assets and the selection of risky investments in stock portfolioand capital budget. Review of Economics and Statistics,1965,47(1):13-37.
    [90] Mossin. Equilibrium in a capital asset market. Econometrica,1966,34(4):768-783.
    [91] Fama, French. The Cross-Section of Expected Stock Returns. Journal of Finance,1992,47(2):427-465.
    [92] Fama, French. Common risk factors in the returns on stocks and bonds [J]. Journal ofFinancial Economics,1993,33(1):3-56.
    [93] Ross. The arbitrage theory of capital asset pricing. Journal of Economic Theory,1976,13(3):341-360.
    [94] Hasbrouck, Seppi. Common factors in prices, order flows, and liquidity. Journal of FinancialEconomics,2001,59(3):384-411.
    [95] Chordia, Roll, Subrahmanyam. Order imbalance, liquidity and market returns. Journal ofFinancial Economics,2002,65(1):111-130.
    [96] Harford, Kaul. Correlated order flow: Pervasiveness, sources, and pricing effects. Journal ofFinancial and Quantitative Analysis,2005,40(1):29–55.
    [97] Bailey, J. Cai, Chueng, et al. Stock returns, order imbalances, and commonality: Evidence onindividual institutional, and proprietary investors in China. Journal of Banking&Finance,2009,33(1):9-19.
    [98] Evans, Lyons. Infromational integration and FX trading. Journal of International Money andFinance,2002,21(6):807-831.
    [99] Breedon, Vitale. An empirical study of portfolio-balance and information effects of order flowon exchange rates. Journal of International Money and Finance,2010,29(3):504-524.
    [100] Rime, Sarno, Sojli. Exchange rate forecasting, order flow and macroeconomic information.Journal of International Economics,2010,80(1):72-88.
    [101] Griffiths, Smith, Turnbull, et al. The cost and determinants of order aggressiveness. Journalof Financial Economics,2000,56(1):65-88.
    [102] Bacchetta, Wincoop. Incomplete information processing: A solution to the forward discountpuzzle. CEPR discussion papers,2006.
    [103] Goyenko R. Stock and bond pricing with liquidity risk [J]. Working paper, Indiana University,2006.
    [104] Chordia, Roll, Subrahmanyam. Liquidity and market efficiency. Journal of FinancialEconomics,2008,87(2):249-268.
    [105] Goyenko R, Ukhov A. Stock and bond market liquidity: A long-run empirical analysis [J].Journal Financial and Quantitative Analysis,2009,44(1):189-212.
    [106] Girardin, D Tan, WK Wong. Information content of order flow and cross-market portfoliorebalancing [J]. HKIMR Working paper,2010.
    [107]孙立坚.外汇市场微观结构理论的原理及其前景.国际金融研究,2002,(11):13-19.
    [108]姜波克,伍戈,唐建伟.外汇市场的微观结构理论综述.国际金融研究,2002,(7):19-24.
    [109]许罕多.汇率理论中的定单流研究.工业技术经济,2006,25,(4):119-121.
    [110]陈浪南,林伟斌,欧阳永卫.人民币汇率决定的市场微观结构分析.经济学(季刊),2007,7(1):255-282.
    [111]丁晖,谢赤.外汇市场微观结构理论中的订单流与价差研究[J].求索,2008,(1):27-29.
    [112]谭地军,田益祥.债券流动性与定单流的信息含量.中国金融评论,2009,3(1):1-18.
    [113]靳飞,田益祥,谭地军.股票之间的风险传染和投资转移.系统工程,2009,27(7):
    [114]王雅杰,陈立国,曹道胜.外汇市场的定单流决定和影响汇率的理论与实证分析.财务与金融,2009,(2):14-23.
    [115] Lyons R. The microstructure approach to exchange rate. London: MIT Press, Cambridge,2001.
    [116] Quah, Srinivasan. Improving returns on stock investment through neural network selection.Expert Systems with Application,1999,17(4):295-301.
    [117] Fan, Palaniswami. Stock selection using support vector machines. Neural Networks2001Proceedings IJCNN. Washington DC, USA,2001,3:1793-1798.
    [118] Tiryaki, Ahlatcioglu. Fuzzy stock selection using a new fuzzy ranking and weightingalgorithm. Applied Mathematics and Computation,2005,170(1):144-157.
    [119] Chen. Stock selection using data envelopment analysis. Industrial Management&DataSystems,2008,108(9):1255-1268.
    [120] Lee, Tzeng, Guan, et al. Combined MCDM techniques for exploring stock selection based onGorden model. Expert Systems with Applications,2009,36(3):6421-6430.
    [121] Tahoori, Fazi, Mavi. Stock screening with use of factor analysis and fuzzy multiple criteriadecision making. International Journal of Procurement Manangement,2011,4(1):87-107.
    [122] Hart, Dijk, Slagter. Stock selection strategies in emerging markets. Journal of EmpiricalFinance,2003,10(1):105-132.
    [123] Rouwenhorst. Local return factors and turnover in emerging stock markets. The Journal ofFinance,1999,54(4):1439-1464.
    [124] Bollen, Busse. Short-term persistence in mutual fund performance. Review of FinancialStudies,2005,569-597.
    [125] Hart, Zwart, Dijk. The success of stock selection strategies in emerging markets: Is it risk orbehavioral bias? Emerging Markets Review,2005,6(3):238-262.
    [126] Da, Gao, Jagannathan. Impatient trading, liquidity provision, and stock selection by mutualfunds [J]. Review of Financial Studies,2011,24(3):675-720.
    [127] Weigand, Belden, Zwirlein. Stock selection based on mutual fund holdings: Evidence fromlarge-cap funds. Financial Services Review,2004,13(2):139–150.
    [128]郭佳.基于AHP的长期投资优良股票选择模型.统计与决策,2005,(3):11-13.
    [129]蔡惠萍,程乾生.属性层次模型AHM在选股决策中的应用.数学的实践与认识,2005,35(3):55-58.
    [130]刘俊,毛道维.基于AHP理论的股票选股模型实证研究.电子科技大学学报(社科版),2005,7(3):15-17.
    [131]王翠香,刘蕾.层次分析法在选股决策中的应用.数学的实践与认识,2008,38(17):42-48.
    [132]郝奕,张强.基于Vague集和属性综合评价的股票投资价值分析方法.中国管理科学,2005,13(2):15-21.
    [133]朱振国,宋军,乜堪雄.基于Vague集相似度量的股票选择.计算机科学,2008,35(7):199-212.
    [134]张玉川,张作泉,黄珍.支持向量机在选择优质股票中的应用.统计与决策,2008,(4):163-165.
    [135]杜江,史天雄.基于市值管理理论的选股模型应用.湖南大学学报(社会科学版),2010,34(4):63-66.
    [136]李百吉,郭正权.差异系数指标和期望效用原理应用于护市股票选择的比较研究.消费导刊,2007(4):56.
    [137]刘建,吴凤菊.财务比率在股票选择中的作用.辽宁工程技术大学学报(社会科学版),2003,5(3):26-28.
    [138]余峰,田益祥,李成刚,等.基于自由现金流量的证券投资策略及实证.预测,2011,30(2):57-61.
    [139]何诚颖.中国股市“板块现象”分析.经济研究,2001,(12):82-87.
    [140]彭艳,张维.我国股票市场的分板块投资策略及其应用.数量经济技术经济研究,2003,(12):148-151.
    [141]宋世杰.试论股票投资的行业选择.重庆工商大学学报(社会利学版),2003,20(6):20-24.
    [142]王燕鸣和楚庆峰.沪深股市IPO行业板块效应研究.金融研究,2009,(1):151-164.
    [143] Porter, Bey, Lewis. The development of a Mean-semivariance approach to capital budgeting.Journal of Financial and Quantitative Analysis,1975,10(4):639-649.
    [144] Estrada. Mean-semivariance behavior: Downside risk and capital asset pricing. InternationalReview of Economics&Finance,2007,16(2):169-185.
    [145] S. Liu, S. Wang, W. Qiu. Mean-variance-skewness model for portfolio selection withtransaction costs. International Journal of Systems Science,2003,34(4):255-266.
    [146] Joro, Na. portfolio performance evaluation in a mean-variance-skewness framework.European Journal of Operational Research,2006,175(1):446-461.
    [147] X. Li, Z. Qin, Kar. Mean-variance-skewness model for portfolio selection with fuzzy returns.European Journal of Operational Research,2010,202(1):239-247.
    [148] Chiu, D. Li. Asset-liability management under the safety-first principle. Journal ofoptimization theory and applications,2009,143(3):455-478.
    [149] Hasuike, Ishii. Safety first models of Portfolio selection problems considering themulti-scenario including fuzzy returns. Journal of Innovative Computing, Information andControl,2009,5(6):1463-1474.
    [150] Malkiel. Passive investment strategies and efficient markets. European FinancialManagement,2003,9(1):1-10.
    [151] Forner, Marhuenda. Contrarian and momentum strategies in the Spanish stock market.European Financial Management,2003,9(1):67-88.
    [152] Mclnish, Ding, Pyun, et al. Short-horizon contrarian and momentum strategies in Asianmarkets: An integrated analysis. International Review of Financial Analysis,2008,17(2):312-329.
    [153] Chen, Leung, Daouk. Application of neural networks to an emerging financial market:Forecast and trading the Taiwan stock index. Computers&Operations Research,2003,30(6):901-923.
    [154] Chen, Hou, Wu, et al. Constructing investment strategy portfolios by combination geneticalgorithms. Expert Systems with Applications,2009,36(2):2824-3828.
    [155] Dichtl, Drobetz. Portfolio insurance and prospect theory investors: Popularity and optimaldesign of capital protected financial products. Journal of Banking&Finance,2011,35(7):1683-1679.
    [156] Black, Jones. Simplifying portfolio insurance. The Journal of Portfolio Management,1987,14(1):48-51.
    [157] Black, Perold. Theory of constant proportion portfolio insurance. Journal of EconomicsDynamics and Control,1992,16(3):403-426.
    [158] Cont, Tankov. Constant proportion portfolio insurance in the presence of jumps in assetprices. Mathematical Finance,2009,19(3):375-401.
    [159] C. Jiang, Y. Ma, Y. An. The effectiveness of the VaR-based portfolio insurance strategy: Anempirical analysis. International Review of Financial Analysis,2009,18(4):185-197.
    [160] Chen, Chang, Hou, et al. Dynamic proportion portfolio insurance using genetic programmingwith principal component analysis. Expert Systems with Applications,2008,35(1):273-278.
    [161] Broadie, Geotzmann. Safety first portfolio insurance. Working paper, Yale School ofManagement,2008.
    [162] Ho, Cadle, Theobald. An analysis of risk-based asset allocation and portfolio insurancestrategies. Review of Quantitative Finance and Accounting,2011,36(2):247-267.
    [163] Dierkes, Erner, Zeisberger. Investment horizon and the attractiveness of investment strategies:A behavioral approach. Journal of Banking&Finance,2010,34(5):1032-1046.
    [164] In, Kim, Gencay. Investment horizon effect on asset allocation between value and growthstrategies. Economic Modelling,2011,28(4):1489-1497.
    [165]王永宏,赵学军.中国股市“惯性策略”和“反转策略”的实证分析.经济研究,2001,(6):56-61.
    [166]刘博,皮天雷.惯性策略和反转策略:来自中国沪深A股市场的新证据.金融研究,2007,(8):154-166.
    [167]肖军,徐信忠.中国股市价值反转投资策略有效性实证研究.经济研究,2004,(3):55-64.
    [168]肖峻,陈伟忠,王宇熹.中国股市短期反转策略实证研究.系统工程,2005,23(3):35-42.
    [169]鲁臻,邹恒甫.中国股市的惯性与反转效应研究,经济研究,2007,(9):145-155.
    [170]黄惠平,彭博.市场估值与价值投资策略——基于中国证券市场的经验研究.会计研究,2010,(10):40-46.
    [171]段玉娟,史本山. TIPP投资组合保险策略的实证检验.西南交通大学学报(社会科学版),2008,9(2):88-91.
    [172]何涛.离散时间投资组合保险策略CPPI及其实证分析.数理统计与管理,2008,27(4):721-729.
    [173]袁加军.投资组合保险策略的实证研究.统计与决策,2008,(20):54-57.
    [174]杨宝峰,刘海龙.上海证券市场动态投资组合保险策略应用研究.管理评论,2005,17(7):10-14.
    [175]丁秀英,蒋晓全.动态投资组合保险策略绩效经验研究.统计与决策,2008,(1):73-75.
    [176]姚远,史本山,李新.动态投资组合保险模型优化研究.系统工程学报,2009,24(5):553-560.
    [177]徐洁.动态投资组合保险策略的实证研究.陕西农业科学,2010,(3):138-140.
    [178]王家琪,林日其.行为金融理论与证券投资策略研究.南京财经大学学报,2003(2):57-60.
    [179]曹宇锐.基于行为金融学视角的证券投资策略分析.金融经济,2006,(2):27-28.
    [180]魏法明.行为金融框架下的证券投资策略研究.金融理论与实践,2007,(7):67-69.
    [181]马广平.行为金融学理论角度下的证券投资策略研究.商业经济,2010,(12):91-93.
    [182]谭建华.基于行为金融理论对我国证券市场投资策略的研究.南京工业职业技术学院学报,2011,11(1):9-11.
    [183] Pastor, Stambaug. Liquidity risk and expected stock returns. Journal of Political Economy,2003,111(3):642-685.
    [184] Nguyen, Mishra, Prakash, et al. Liquidity and asset pricing under the three-moment CAPMparadigm. Journal of Financial Research,2007,30(3):379-398.
    [185] Bekaert, Harvey, Lundblad. Liquidity and expected returns: Lessons from emerging markets.The Review of Financial Studies,2007,20(6):1783-1831.
    [186] Chung, Hrazdil. Liquidity and market efficiency: A large sample study. Journal of Banking&Finance,2010,34(10):2346-2357.
    [187] Giorgi. Evolutionary portfolio selection with liquidity shocks. Journal of EconomicDynamics and Control,2008,32(4):1088-1119.
    [188] Hodrick, Moulton. Liquidity: Considerations of a portfolio manager. Financial Management,2009,38(1):59-74.
    [189] Longstaff. Optimal portfolio choice and the valuation of illiquid securities. Review ofFinancial Studies,2001,14(2):407-431.
    [190] Haliassos, Michaelides. Portfolio choice and liquidity constraints. International EconomicReview,2003,44(1):143-177.
    [191] Vathana, Mohamed, Pham. A model of optimal portfolio selection under liquidity risk andprice impact. Finance&Stochastics,2007,11(1):51-90.
    [192] Ghysels, Pereira. Liquidity and conditional portfolio choice: A nonparametric investigation.Journal of Empirical Finance,2008,15(4):679-699.
    [193]张丽芳,刘海龙.基于内生流动性风险的证券组合调整策略.管程工程学报,2009,23(3):51-56.
    [194] Almgren, Chriss. Optimal execution of portfolio transactions. Journal of Risk,2000,3(2):5-40.
    [195]姚亚伟.流动性在组合投资管理中的认识.当代经济管理,2009,31(10):85-89.
    [196]姚亚伟.流动性与股票组合投资管理研究[博士学位论文].上海:上海交通大学,2009,61-120.
    [197]王春峰,郝鹏,房振明,等.中国市场下基于流动性的反转策略研究.系统工程学报,2009,24(6):667-672.
    [198]刘虹辰,徐玖平,吴萌,等.含流动性约束及保证金购买的多空投资组合选择模型.中国管理科学,2011,19(2):40-48.
    [199]林辉,张涤新,杨浩,等.流动性调整的最优交易策略模型研究.管理科学学报,2011,14(5):65-76.
    [200] Konno, Yamazaki. Mean-absolute deviation portfolio optimization model and its applicationsto Tokyo stock market. Management science,1991,37(5):519-531.
    [201] Feinstein, Thapa. Note: A reformation of a Mean-Absolute deviation portfolio optimization.Management Science,1993,39(12):1552-1553.
    [202] Cumova, Nawrocki. A symmetric LPM model for heuristic mean-semivariance analysis.Journal of Economics and Business,2011,63(3):217-236.
    [203] Campbell, Huisman, Koedijk. Optimal portfolio selection in a Value-at-Risk framework.Journal of Banking&Finance,2001,25(9):1789-1804.
    [204] Mansini, Ogryczak, Speranza. Conditonal value at riks and related linear programmingmodels for portfolio optimization. Annals of Operation Research,2007,152(1):227-256.
    [205] MaAleer, Veiga. Single-index and portfolio models for forecasting value-at-risk thresholds.Journal of Forecasting,2008,27(3):217-235.
    [206] Buraschi, Porchia, Trojani. Correlation risk and optimal portfolio choice. Journal of Finance,2010,65(1):393-420.
    [207] Frittelli, Gianin. Putting order in risk measures. Journal of Banking&Finance,2002,26(7):1473-1486.
    [208] Cherny, Madan. New measures for performance evaluation. Review of Financial Studies,2008,22(7):2571-2606.
    [209] Rockfaller. Convex analysis. New Jersey: Princeton Uniersity Press,1997:263-238.
    [210] Alexander, Baptista. A comparison of VaR and CVaR constraints on portfolio selection withthe Mean-Variance model. Management Science,2004,50(9):1261-1273.
    [211] Cox, Lin, Tian, et al. Portfolio risk management with CVaR-like constraints. North AmericanActuarial Journal,2011,14(1), forthcoming.
    [212]刘志东,陈晓静.金融资产组合市场风险度量方法研究.工业技术经济,2005,24(4):95-97.
    [213]朱小斌.股票投资组合流动性风险及其度量——基于上海证券交易所样本股的实证研究.统计与决策,2006(5):108-110.
    [214]朱小斌.股票投资组合流动性风险度量模型:构建与检验.中国管理科学,2007,15(1):6-11.
    [215]应益荣,詹炜.资产组合ES风险测度的Copula-EVT算法.系统管理学报,2007,16(6):602-606.
    [216]蒋敏,姜宝珍,孟志青,等.基于多目标CVaR模型的证券组合投资的风险度量和策略.经济数学,2007,24(4):385-391.
    [217]林宇,谭斌,魏宇.基于多元GARCH与极值理论的资产组合风险测度研究.管理学报,2010,7(4):605-610.
    [218] Engle. Autoregressive conditional heteroskedasticity with estimates of the variance of U.K.inflation. Econometrica,1982,50(4):987-1008.
    [219] Wang, Goh, Quek. Fuzzy Neural Systems for Stock Selection. Financial Analysts Journal,1992,48(1):47-52.
    [220] Lucas, Dijk, Kloek. Stock selection, style rotation, and risk. Journal of Empirical Finance,2002,9(1):1-34.
    [221] Eakins, Stansell. Can value-based stock selection criteria yield superior risk-adjusted returns:an application of neural networks? International Review of Financial Analysis,2003,12(1):83-97.
    [222] Quah. DJIA stock selection assisted by neural network. Expert Systems with Applications,2007,35(1):50-58.
    [223] Sevastjanov, Dymova. Stock screening with use of multiple criteria decision making andoptimization. Moega,2009,37(3):659-671.
    [224]王中魁,杨继平,张力健.改进的期望效用-熵模型在沪市股票选择中的应用研究.数学的实践与认识,2009,39(8):27-34.
    [225] Roko, Gilli. Using economic and financial information for stock selection. ComputationalManagement Science,2007,5(4):317-315.
    [226]杨建平.产业振兴规划与股票投资行业选择.金融管理与研究,2009,(6):41-45.
    [227]黄玮强,庄新田,姚爽.基于信息传播和羊群行为的股票市场微观模拟研究.管理学报,2010,7(2):273-277.
    [228] Lee, Ready. Inferring trade direction from intraday data. Journal of Finance,1991,46(2):733-746.
    [229] Lee, Radhakrishna. Inferring investor behavior: Evidence from TORQ data. Journal ofFinancial Markets,2000,3(2):83-111.
    [230] Fama, Fisher, Jensen, Roll. The adjustment of stock prices to new information. InternationalEconomic Review,1969,10(1):1-21.
    [231]田益祥.金融市场计量经济分析.北京:中国市场出版社,2011:61-69.
    [232] Brown, Warner. Measuring security price performance. Journal of Financial Economics,1980,8(3):205-258.
    [233] Brown, Warner. Using daily stock returns: The case of event studies. Journal of FinancialEconomics,1985,14(1):3-31.
    [234]陈汉文,陈向民.证券价格的事件性反应——方法、背景和基于中国证券市场的应用.经济研究,2002,(2):40-47.
    [235]王双成.贝叶斯网络学习、推理与应用.上海:立信会计出版社,2010:137-141.
    [236] Chandra, Gupta. Robust approach for estimating probabilities in Naive–Bayes Classifier forgene expression data. Expert Systems with Applications,2010,38(3):1293-1298.
    [237]丁晖,谢赤.外汇市场微观结构理论中的订单流与价差研究.求索,2008,(1):27-29.
    [238] Love, Payne. Macroeconomic news, order flows and exchange rates. Journal of Financial andQuantitative,2008,43(2):467–488.
    [239] Guohua Mu, Weixing Zhou, Wei Chen, J. Kertesz. Order flow dynamics around extremeprice changes on an emerging stock market. New Journal of Physics,2010,12,075037.
    [240] Jocoby, Fowler, Gottesman. The capital asset pricing model and the liquidity effect: A theoretical approach. Journal of Financial Markets,2000,3(1):69-81.
    [241]陈收,李双飞,黎传国.订单差、交易量变化对股票价格的冲击.管理科学学报,2010,13(19):68-75.
    [242] Hsu, Wang. Feasibility of riskless hedged portfolios in imperfect markets. AppliedEconomics Letters,2009,16(11):1149–1153.
    [243] Lo, Petrov, Wierzbicki. It’s11PM-Do you know where your liquidity is? TheMean-Variance-Liquidity frontier. Journal of Investment Management,2003,1(1):53-99.
    [244] Hibiki. Multi-period stochastic optimization models for dynamic asset allocation. Journal ofBanking&Finance,2006,30(2):365-390.
    [245] Chenpeng, Ali, Xun. Dynamic mean-variance portfolio selection with borrowing constraint.European Journal of Operational Research,2010,200(1):312-319.
    [246] Marshall, Michael. Quotes, order flow, and price discovery. Journal of Finance,1997,52(1):221-244.
    [247] Ane, Geman. Order Flow, transaction clock, and normality of asset returns. Journal ofFinance,2000,55(5):2259-2284.
    [248] Boyer, Norden. Exchange rates and order flow in the long run. Finance Research Letters,2006,3(4):235-243.
    [249] Subrahmanyam. Liquidity, return and order flow linkages between REITs and the stockmarket. Real Estate Economics,2007,35(3):383–408.
    [250] Kitamura. The impact of order flow on the foreign exchange market: A Copula approach.Asia-Pacific Financial Markets,2011,18(1):1-31.
    [251]王雅杰,陈立国,曹道胜.外汇市场的定单流决定和影响汇率的理论与实证分析.财务与金融,2009,(2):14-23.
    [252] Lopes, Lanzer, Lima, Costa. DEA investment strategy in the Brazilian stock market.Economics Bulletin,2008,13(2):1-10.
    [253]张鹏.多阶段均值-平均绝对偏差投资组合的离散近似迭代法.系统管理学报,2010,19(3):266-271。
    [254] Rapach, Wohar. Multi-period portfolio choice and the intertemporal hedging demands forstocks and bonds: International evidence. Jouranl of International Money and Finance,2009,28(3):427-453.
    [255] Zhongfei Li, Jing Yao, Duan Li. Behavior patterns of investment strategies under Roy’ssafety-first principle. The Quarterly Review of Economics and Finance,2010,50(2):167-179.
    [256] Jacoby, Smimou, Gottesman. Mean-variance theory and the bid-ask spread. Working Paper,University of Manitoba,2003.
    [257] Gonzalez, Rubio. Portfolio choice and the effects of liquidity. Working Paper, Universidaddel Pais Vasco,2007.
    [258] Li, Ng. Optimal dynamic portfolio selection: Multiperiod Mean-Variance formulation.Mathematical Finance,2000,10(3):387-406.
    [259] Jun Liu. Portfolio selection in stochastic environments. Review of Financial Studies,2007,20(1):1-39.
    [260]史宇峰,张世英.基于时变相关系数的动态投资组合策略.管理科学,2008,21(5):105-110.
    [261]张鹏.均值-动态方差多阶段投资组合优化研究.统计与决策,2010,(6):67-68.
    [262] Brown, Smith. Dynamic portfolio optimization with transaction costs: Heuristics and dualbounds. Management Science,2011,57(10):1752-1770.
    [263] Fisher, Lorie. Some studies of variability of returns on investment in common stocks. Journalof Business,1970,43(2):99-134.
    [264] Glonsten, Harris. Estimating the component of the bid-ask spread. Journal of FinancialEconomics,1988,21(1):123-142.
    [265] Bollerslev. Generalized autoregressive conditional heteroskedasticity. Journal ofEconometrics,1986,31(3):307-327.
    [266] Rapach, Strauss. Structural breaks and GARCH models of exchange rate volatility. Journal ofApplied Econometrics,2008,23(1):65-90.
    [267] Engle, Rangel. The spline-GARCH model for low-frequency volatility and its globalmacroeconomic causes. Review of Financial Studies,2008,21(3):1187–1222.
    [268] McMillan, Garcia. Intra-day volatility forecasts. Applied Financial Economics,2009,19(8):611-623.
    [269] Drakos, Kouretas, Zarangas. Forecasting financial volatility of the Athens stock exchangedaily returns: an application of the asymmetric normal mixture GARCH model. InternationalJournal of Finance&Economics,2010,15(4):331-350.
    [270] Omori, Chib, Shephard. Stochastic volatility with leverage: Fast and efficient likelihoodinference. Journal of Econometrics,2007,140(2):425-449.
    [271] Todorov. Variance Risk-Premium Dynamics: The Role of Jumps. Review of FinancialStudies,2010,23(1):345-383.
    [272] Dotsis, Psychoyios, Skiadopoulos. An empirical comparison of continuous-time models ofimplied volatility indices. Journal of Banking&Finance,2007,31(12):3584-3603.
    [273] Bollerslev, Gibson, Zhou. Dynamic estimation of volatility risk premia and investor riskaversion from option-implied and realized volatilities. Journal of Econometrics,2011,160(1):235-245.
    [274] Andersen, Bollerslev, Meddahi. Realized volatility forecasting and market microstructurenoise. Journal of Econometrics,2011,160(1):220-234.
    [275] Zhang, Mykland, Ait-Sahalia. Edgeworth expansions for realized volatility and relatedestimators. Journal of Econometrics,2011,160(1):190-203.
    [276]王佳妮,李文浩. GARCH模型能否提供好的波动率预测.数量经济技术经济研究,2005,(6):74-86.
    [277]黄海南,钟伟. GARCH类模型波动率预测评价.中国管理科学,2007,15(6):13-19.
    [278]魏宇,余怒涛.中国股票市场的波动率预测模型及其SPA检验.金融研究,2007,(7):138-150.
    [279]周林.股票波动率模拟及对中国市场预测效果的实证研究.数学的实践与认识,2009,39(3):25-34.
    [280]郑振龙,黄薏周.波动率预测: GARCH模型与隐含波动率.数量经济技术经济研究,2010,(1):140-150.
    [281]魏宇.沪深300股指期货的波动率预测模型研究.管理科学学报,2010,13(2):66-76.
    [282] Becker, Clements. Volatility and the role of order book structure. Working Paper, Universityof Manchester,2010.
    [283] Chan, Fong. Realized volatility and transactions. Journal of Banking and Finance,2006,30(7):2063-2085.
    [284] Berger, Chaboud, Hjalmarsson. What drives volatility persistence in the foreign exchangemarket? Journal of Financial Economics,2009,94(2):192-213.
    [285] Kyle. Continuous auctions and insider trading. Econometrica,1985,53(6):1315-1335.
    [286] Frazzini, Lamont. Dumb money: Mutual fund flows and the cross-section of stock returns.Journal of Financial Economics,2008,88(2):299-322.
    [287] Andersen, Bollerslev, Meddahi. Correcting the errors: A note on volatility forecast evaluationbased on high-frequency data and realized volatilities. Econometrica,2005,73(1):279-296.
    [288] Zakoian. Threshold heteroskedasticity models. Journal of Economic Dynamics and Control,1994,18(5):931-944.
    [289] Glosten, Jagannathan, Uunkle. On the relation between the expected value and the volatilityof the nominal excess return on stocks. Journal of Finance,1993,48(5):1779-1801.
    [290] Nelson. Conditional heteroskedasticity in asset returns: A new approach. Econometrica,1991,59(2):347-370.
    [291] Ding, Granger, Engle. A long memory property of stock market returns and a new model.Journal of Empirical Finance,1993,1(1):83-106.
    [292] Engle, Kroner. Multivariate simultaneous generalized ARCH. Econometric Theory,1995,11(1):122-150.
    [293] Baba, Engle, Kraft, Kroner. Multivariate simultaneous generalized ARCH. Unpublishedmanuscript, University of California, San Diego,1991.
    [294]徐正国,张世英.调整“已实现”波动率与GARCH及SV模型对波动的预测能力的比较研究.系统工程,2004,22(8):60-63.
    [295]于亦文.实际波动率与GARCH模型的特征比较分析.管理工程学报,2006,20(2):65-69.
    [296]徐绪松,王频,侯成琪.基于不同风险度量的投资组合模型的实证比较.武汉大学学报(理学版),2004,50(3):311-314.

© 2004-2018 中国地质图书馆版权所有 京ICP备05064691号 京公网安备11010802017129号

地址:北京市海淀区学院路29号 邮编:100083

电话:办公室:(+86 10)66554848;文献借阅、咨询服务、科技查新:66554700