The Model of Time Series as a Piecewise-Stationary Process

N. Ivanov, A. Prasolov
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Abstract

This work is devoted to determining the space-time area that contains a time-series trend to address mathematical expectations. A time series trajectory represents the realization of a stochastic process in discrete time; thus, its approximation is random and cannot be considered a trend valuation. We offer to interpret an arbitrary time series as a trajectory of a piecewise-stationary process. This allows for us to describe an algorithm that constructs the area where the trend is located.
作为分段平稳过程的时间序列模型
这项工作致力于确定包含时间序列趋势的时空区域,以解决数学期望。时间序列轨迹表示一个随机过程在离散时间内的实现;因此,它的近似是随机的,不能被认为是趋势估值。我们提出将任意时间序列解释为分段平稳过程的轨迹。这允许我们描述一种算法来构建趋势所在的区域。
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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