股票投资组合绩效数据集

Name: I-Cheng Yeh email addresses: (1) 140910 '@' mail.tku.edu.tw (2) icyeh '@' chu.edu.tw institutions: (1) Department of Information Management, Chung Hua University, Taiwan. (2) Department of Civil Engineering, Tamkang University, Taiwan. other contact information: 886-2-26215656 ext. 3181 Data Set Information: There are three disadvantages of weighted scoring stock selection models. First, they cannot identify the relations between weights of stock-picking concepts and performances of portfolios. Second, they cannot systematically discover the optimal combination for weights of concepts to optimize the performances. Third, they are unable to meet various investorsa€? preferences. This study aims to more efficiently construct weighted scoring stock selection models to overcome these disadvantages. Since the weights of stock-picking concepts in a weighted scoring stock selection model can be regarded as components in a mixture, we used the simplex centroid mixture design to obtain the experimental sets of weights. These sets of weights are simulated with US stock market historical data to obtain their performances. Performance prediction models were built with the simulated performance data set and artificial neural networks. Furthermore, the optimization models to reflect investorsa€? preferences were built up, and the performance prediction models were employed as the kernel of the optimization models so that the optimal solutions can now be solved with optimization techniques. The empirical values of the performances of the optimal weighting combinations generated by the optimization models showed that they can meet various investorsa€? preferences and outperform those of S&Pa€?s 500 not only during the training period but also during the testing period. Attribute Information: The inputs are the weights of the stock-picking concepts as follows X1=the weight of the Large B/P concept X2=the weight of the Large ROE concept X3=the weight of the Large S/P concept X4=the weight of the Large Return Rate in the last quarter concept X5=the weight of the Large Market Value concept X6=the weight of the Small systematic Risk concept The outputs are the investment performance indicators (normalized) as follows Y1=Annual Return Y2=Excess Return Y3=Systematic Risk Y4=Total Risk Y5=Abs. Win Rate Y6=Rel. Win Rate Relevant Papers: [1] Liu, Y. C., & Yeh, I. C. Using mixture design and neural networks to build stock selection decision support systems. Neural Computing and Applications, 1-15. (Print ISSN 0941-0643, online ISSN 1433-3058, First online: 16 November 2015, DOI 10.1007/s00521-015-2090-x) [2] Yeh, I. C., & Cheng, W. L. (2010). a€?First and second order sensitivity analysis of MLP,a€? Neurocomputing, Vol. 73, No. 10, pp. 2225-2233. [3] Yeh, I. C. and Hsu, T. K. (2011). a€?Growth Value Two-Factor Model,a€? Journal of Asset Management, Vol. 11, No. 6, pp. 435-451. Citation Request: Liu, Y. C., & Yeh, I. C. Using mixture design and neural networks to build stock selection decision support systems. Neural Computing and Applications, 1-15. (Print ISSN 0941-0643, online ISSN 1433-3058, First online: 16 November 2015, DOI 10.1007/s00521-015-2090-x)