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Detecting changes in the stationarity of time series

  • Information Technology, Software, Utilities

Accuracy

The method is capable of detecting subtle changes in the behavior of time series.

Efficiency

The method is iterative, which allows it to be applied to time series of any size.

Flexibility

The method is independent of any pre-assumed order of fluctuation between the stationary segments, which makes it flexible for applications in different domains.

The problem-solution approach

Time series are sequences of data collected over time. They are used in a wide range of applications, from weather forecasting to market analysis. However, time series can undergo changes in their stationarity, which means that their statistical properties cease to be constant over time.

What is it?

The invention is a non-parametric method for detecting changes of stationarity in time series. The method is based on comparing the cumulative distributions of two segments of the series, using the Kolmogorov-Smirnov statistic.

How it works

A pointer is positioned at the start of the series. The Kolmogorov-Smirnov statistic is calculated to compare the data segments before and after the pointer. If the Kolmogorov-Smirnov statistic is greater than a critical value, the pointer is moved to the next point in the series. The process is repeated until the pointer reaches the end of the series.

Inventors

Célia Beatriz Anteneodo de Porto

Sabrina Camargo

Sílvio Manuel Duarte Queiroz

Patent title:
System, apparatus and method for detecting stationarity changes in time series

Deposit Number:
BR 10 2012 009990 0

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