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Stock price, volatility and volume: The profitability of technical trading rules using bootstrap methodology.

机译:股票价格,波动率和数量:使用自举方法的技术交易规则的获利能力。

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摘要

Many recent studies in technical trading rules show more potential value than earlier studies. The profitability of the technical trading rules (the filter rules and moving average rules) is investigated for the individual stocks in the first essay. Although the performances of the technical trading rules vary across securities, the 0.5% filter rule and the 10-day moving average rule generally perform well over all securities in the DJIA with one-way 0.1% transaction costs. The second essay consists of an empirical analysis on technical trading rules (the simple price moving average, momentum, and trading volume) in the stock market index. The traditional t-test is applied to examine the value of technical trading rules. The t-test is extended through using the residual bootstrap methodology under the technical trading rules utilizing random walk, GARCH-M and GARCH-M with some instrument variables. Overall, the results show that the technical trading rules add a value to capture profit opportunities over the buy-hold strategy. The generated returns from the null models does not recover the properties (mean and variance) of actual returns. The discrepancies between the simulated returns and the actual returns are large when the trading volume is considered into the technical trading rules. The limitations of test statistics, which are the independence assumption of the samples and observations, are re-solved in the Chapter VI. The application of the bootstrap on the GARCH models is demonstrated and is examined the statistical properties of the maximum likelihood estimates (MLE) on the GARCH model using (1) the parametric bootstrap, (2) non-parametric bootstrap, (3) asymptotic method. The current study uses the Monte Carlo simulation. Unlike conventional statistical methods, the bootstrap method may be relatively robust in terms of accounting for non-normality, autocorrelation, and conditional heteroskedasticity. The results show the empirical justification of bootstrap on the GARCH models.
机译:许多有关技术交易规则的最新研究显示出比早期研究更大的潜在价值。在第一篇文章中,研究了单个股票的技术交易规则(过滤规则和移动平均规则)的获利能力。尽管技术交易规则的表现因证券而异,但对于道琼斯工业平均指数中的所有证券,0.5%的过滤规则和10天的移动平均规则通常表现良好,而交易成本仅为0.1%。第二篇文章对股票市场指数中的技术交易规则(简单的价格移动平均线,动量和交易量)进行了实证分析。传统的t检验用于检查技术交易规则的价值。通过在技术交易规则下使用残差自举方法扩展t检验,该规则使用随机游走,GARCH-M和GARCH-M以及一些工具变量。总体而言,结果表明,技术交易规则增加了价值,以超越买入策略来获取获利机会。从空模型生成的收益不会恢复实际收益的属性(均值和方差)。当将交易量纳入技术交易规则时,模拟收益与实际收益之间的差异就很大。第六章重新解决了检验统计数据的局限性,即样本和观测值的独立性假设。演示了引导程序在GARCH模型上的应用,并使用(1)参数引导程序,(2)非参数引导程序,(3)渐近方法检查了GARCH模型上最大似然估计(MLE)的统计属性。当前的研究使用蒙特卡洛模拟。与传统的统计方法不同,自举方法在考虑非正态性,自相关和条件异方差性方面可能相对稳健。结果显示了GARCH模型上引导程序的经验证明。

著录项

  • 作者

    Kwon, Ki-Yeol.;

  • 作者单位

    Lehigh University.;

  • 授予单位 Lehigh University.;
  • 学科 Economics Finance.; Business Administration General.; Statistics.
  • 学位 Ph.D.
  • 年度 1999
  • 页码 202 p.
  • 总页数 202
  • 原文格式 PDF
  • 正文语种 eng
  • 中图分类 财政、金融;贸易经济;统计学;
  • 关键词

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