Can - Slim投资在道琼斯基准指数中的应用

Matthew Lutey, M. K. Hassan, David Rayome
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引用次数: 2

摘要

本文通过对标准的修改和加权,为流行的CAN - SLIM投资策略提供了另一种观点。修改后的标准用于在三个重叠的时间框架中构建投资组合。研究结果与同一时间段内的道琼斯工业平均指数基准进行比较,并在风险调整的基础上进行评估。研究发现,在所有三个时间框架中,该系统在风险调整的基础上表现优于市场,并且在每个时间框架中都保持较高的R平方。本文大部分内容的零假设是检验该策略的平均收益率是否在月基础上显著不同于零。这将分别在5年、10年和16年三个重叠的时间框架内进行测试。对2008-2009年时间段的进一步假设进行了检验,即与道琼斯基准指数相比,该策略的平均超额收益是否显著不同于零。本文发现,零假设被拒绝在所有时间框架与强有力的证据。一个例外是16年的时间框架,在此期间无效证据不足。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Application of Can Slim Investing in the Dow Jones Benchmark
This paper provides an alternative view of the popular CAN SLIM investing strategy by modifying and weighting the criterion. The modified criterion is used to build a portfolio in each of three overlapping time frames. The results of the study are compared to a Dow Jones Industrial Average benchmark over the same time frame and is evaluated on a risk adjusted basis. The study finds that the system outperforms the market on a risk adjusted basis in all three time frames and holds a high R Squared for each timeframe. The null hypothesis for the majority of this paper is to test whether the mean returns of the strategy are significantly different from zero on a monthly basis. This is tested over three overlapping timeframes of five years, ten years and sixteen years respectively. A further hypothesis is tested for the 2008-2009 timeframe and is whether the mean excess returns of the strategy are significantly different from zero when compared to the Dow Jones benchmark. This paper finds that the null hypothesis is rejected over all time frames with strong evidence. An exception is the 16-year time frame where the null is rejected with weak evidence.
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