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Statistical sample sequence classification method for time series data e.g. stock market

机译:时间序列数据的统计样本序列分类方法,例如股市

摘要

The invention relates to a method of classifying a first series of statistical values having a given number of sample values, especially those of an electrical signal, by computer. A set of statistical values transmitted by a measuring signal of a dynamic system i.e. current share prices on the stock market, is modelled according to its probability density in order to provide a prediction of future values. A non-linear Markov process of the order m is suited to describe conditional probability densities. A neuronal network is trained in compliance with the probabilities of the Markov process according to the maximum likelihood principle, which is a learning rule in order to maximize the product of probabilities. For a predetermined number of values m arising from the past of the signal which is to be predicted, the neuronal network predicts a value in the future. Several steps in the future can be predicted by iteration. The order m of the non-linear Markov process acts as a parameter for improving the likelihood of the prediction. The order m corresponds to the number of past values which are important during modelling of conditional probability densities.
机译:本发明涉及一种通过计算机对具有给定数量的样本值,特别是电信号的样本值的第一系列统计值进行分类的方法。由动态系统的测量信号传输的一组统计值,即股票市场上的当前股价,根据其概率密度进行建模,以提供对未来价值的预测。阶数为m的非线性马尔可夫过程适合描述条件概率密度。根据最大似然原理,按照马尔可夫过程的概率训练神经网络,这是一条学习规则,目的是使概率乘积最大化。对于从待预测的信号的过去产生的预定数量的值m,神经网络预测将来的值。通过迭代可以预测未来的几个步骤。非线性马尔可夫过程的阶数m用作改善预测的可能性的参数。阶数m对应于过去值的数量,这些过去值在条件概率密度的建模过程中很重要。

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