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RECOGNIZING THE PATTERN OF BETA COEFFICIENT BASED ON ROUGH SETS AND IMPROVED SVM

机译:基于粗糙集和改进的SVM的BETA系数模式识别

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摘要

Systematic risk(Beta)which is presented by beta is the avoidless risk on the stock market. Beta is calculated by linear analysis between the prices of stocks and the security index of stock market. However, many studies have showed there are stronger relationships between beta and financial ratios. Therefore, a hybrid intelligent system is applied to recognize the clusters of beta (systematic risk), combining rough set approach and improved SVM. We can get reduced information table with no information loss by rough set approach. And then, this reduced information is used to develop classification rules and train SVM. At the same time, n order to improve the general recognizing ability of SVM, we make use of the particle swarm algorithm to optimize the SVM, and obtain appropriate parameters. The rationale of our hybrid system is using rules developed by rough sets for an object that matches any of the rules and SVM for one that does not match any of them. The effectiveness of our methodology was verified by experiments comparing BP neural networks with our approach.
机译:Beta表示的系统性风险(Beta)是股票市场上不可避免的风险。 Beta是通过股票价格与股票市场安全指数之间的线性分析来计算的。但是,许多研究表明,贝塔系数和财务比率之间存在更强的关系。因此,结合了粗糙集方法和改进的SVM,将混合智能系统应用于识别beta(系统风险)的集群。通过粗糙集的方法,可以得到减少的信息表,且不损失任何信息。然后,将这些减少的信息用于开发分类规则和训练SVM。同时,为了提高支持向量机的一般识别能力,我们利用粒子群算法对支持向量机进行了优化,并获得了合适的参数。我们的混合系统的基本原理是,针对与任何规则匹配的对象使用由粗糙集开发的规则,对于与任何规则都不匹配的对象使用SVM。通过将BP神经网络与我们的方法进行比较的实验,验证了我们方法的有效性。

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