Analysis of the Behavior of a Technical Parameter in a Limited Area of Its Time Series for Forecasting Tasks

S. Klevtsov
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Abstract

To assess the performance of a technical object, it is necessary to determine the possible values of the controlled parameters at the predicted time interval. Evaluation is carried out during the operation of the object. Calculations are usually performed in the background. Previously measured parameter values are used for evaluation. They represent a time series. The possibility of forecasting depends on the nature of the time series segment on which the calculations are made. If the plot of the series is characterized as persistent, the forecast is possible. Otherwise, the prediction may result in invalid results. It is shown that the fractal index can be used for local estimation of the character of the series segment, on the basis of which the forecasting is carried out. Unlike the Hurst index, which requires a large amount of data, the fractality index works with small samples. This allows you to determine the nature of the plot of the series, which contains several dozen values.
用于预测任务的技术参数在有限时间序列区域内的行为分析
为了评估技术对象的性能,有必要确定在预测时间间隔内控制参数的可能值。求值是在对象的操作期间进行的。计算通常在后台执行。先前测量的参数值用于评估。它们代表一个时间序列。预测的可能性取决于进行计算的时间序列段的性质。如果该系列的情节具有持续性,则预测是可能的。否则,预测结果可能无效。结果表明,分形指标可用于序列段特征的局部估计,并在此基础上进行预测。与需要大量数据的Hurst指数不同,分形指数适用于小样本。这允许您确定包含几十个值的系列图的性质。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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