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Entropy and predictability of stock market returns

机译:股市收益的熵和可预测性

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We examine the predictability of stock market returns by employing a new metric entropy measure of dependence with several desirable properties. We compare our results with a number of traditional measures. The metric entropy is capable of detectingnonlinear dependence within the returns series, and is also capable of detecting nonlinear "affinity" between the returns and their predictions obtained from various models thereby serving as a measure of out-of-sample goodness-of-fit or model adequacy.Several models are investigated, including the linear and neural-network models as well as nonparametric and recursive unconditional mean models. We find significant evidence of small nonlinear unconditional serial dependence within the returns series, but fragile evidence of superior conditional predictability (profit opportunity) when using market-switching versus buy-and-hold strategies.
机译:我们通过采用具有几个理想属性的依赖关系的新度量熵度量来检验股票市场收益的可预测性。我们将我们的结果与许多传统方法进行比较。度量熵能够检测收益序列内的非线性相关性,还能够检测收益与从各种模型获得的预测之间的非线性“亲和力”,从而可以作为样本外拟合优度或模型的适当性。研究了几种模型,包括线性和神经网络模型以及非参数和递归无条件均值模型。我们发现,回报序列中存在小的非线性无条件序列依赖性的重要证据,但当使用市场转换与买入持有策略时,则具有优越的条件可预测性(获利机会)的脆弱证据。

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