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Hello, thank you very much for your contribution to enable me to use Python for wavelet analysis. I have a question that I would like to ask, and I wonder if you are comfortable answering it.
In your example data, the time granularity is seasonal, i.e. 0.25 years, and it is continuous full year data. Now I have a time series with a daily granularity, but only observations are available from 1 February to 30 November each year. There are two ways I can think of to do wavelet analysis on such data.
fill all the days of the year for which there is no data with zeros, and then perform a wavelet analysis.
Define the number of days in the year and define the period for which data is actually available as a year, i.e. 303 days. Afterwards perform a wavelet analysis and apply the definition of a year to all cycles of the analysis.
My personal preference is to use the second approach, but is this theoretically feasible?
The text was updated successfully, but these errors were encountered:
Hello, thank you very much for your contribution to enable me to use Python for wavelet analysis. I have a question that I would like to ask, and I wonder if you are comfortable answering it.
In your example data, the time granularity is seasonal, i.e. 0.25 years, and it is continuous full year data. Now I have a time series with a daily granularity, but only observations are available from 1 February to 30 November each year. There are two ways I can think of to do wavelet analysis on such data.
My personal preference is to use the second approach, but is this theoretically feasible?
The text was updated successfully, but these errors were encountered: